THE EFFECT OF MIND MAPS ON JUNIOR SECONDARY SCHOOL STUDENTS’ ACHIEVEMENT AND INTEREST IN MATHEMATICS IN ABIA STATE

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ABSTRACT

The study investigated the effects of Mind Maps Instructional Strategy on Students’ Achievement and Interest on Measures of Central Tendency. Six research questions and six null hypotheses guided the study. The study adopted quasi-experimental design, specifically, the non-equivalent pre-test, post-test control group design. The population of the study comprised two thousand nine hundred and seventy-four (2,974)  Junior Secondary One (JS1) Students in  the (36) Secondary Schools in Umuahia Education Zone. Two hundred and fifteen (215) students drawn from three schools in the  Zone form the sample of the study of which ninety-nine were male students and one hundred and sixteen were female students. The study adopted multi-stage sampling procedure; firstly, purposive sampling technique was employed to sample co-educational schools and simple random sampling technique was adopted in selecting three (3) schools from the zone, from the three sampled schools, simple random sampling technique (toss of coin) was used in selecting intact classes of Junior Secondary one (JS1) Students of 2018/2019 academic session for experimental and control groups. Two validated instruments namely, Mathematics Achievement Test on Measures of Central Tendency (MATMCT) and Mathematics Interest Scale on Measures of Central Tendency (MISMCT) were developed by the researcher and used for the study. The reliability of both instruments was established before commencement of treatment. Mean and Standard Deviation were used to answer research questions while, Analysis of Covariance (ANCOVA) was adopted in testing hypotheses at p<.05 level of significance. The analyses of the findings revealed that mind map instructional strategy has statistically effect on students’ interest and achievement in measures of central tendency; it also revealed that gender had no statistically significant effect on students’ interest and achievement and the interaction of teaching method and gender on students’ interest and achievement in measures of central tendency is statistically significant. The study revealed that the use of mind maps teaching strategy enhanced the interest and achievement of students and also mind map teaching strategy boost the interest and achievement of both male and female students. The researcher made some recommendations which include that teachers should adopt Mind Maps teaching strategy in our school system; schools should make provisions for in-service training of their teachers and authors of mathematics textbooks should write their text to be student centered and activity-based.




TABLE OF CONTENTS

 

                                                                                                                                         PAGE

Title Page                                                                                                                    i

Declaration                                                                                                                  ii

Certification                                                                                                                iii

Dedication                                                                                                                  iv

Acknowledgement                                                                                                      v

Table of Contents                                                                                                      vi

List of Tables                                                                                                             viii

Abstract                                                                                                                     ix

 

CHAPTER 1: INTRODUCTION

1.1       Background of the Study                                                                               1

1.2       Statement of the Problem                                                                               12

1.3       Purpose of the Study                                                                                      13

1.4       Research Questions                                                                                         13

1.5      Hypotheses                                                                                                      14

1.6       Significance of the Study                                                                               15

1.7       Scope of the Study                                                                                         17

 

CHAPTER 2: REVIEW OF RELATED LITERATURE

2.1.      Conceptual Framework                                                                                   19

2.1.1    Concept of Mind Maps                                                                                   19

2.1.2    Inquiry-Based Learning                                                                                  26

2.1.3    Achievement in Mathematics                                                                         28

2.1.4    Interest as a Factor in Learning                                                                      31

2.2       Theoretical Framework                                                                                   33

2.2.1    Piaget Theory of Cognitive Development                                                      33

2.2.2    The Constructivist Theory of  Human Learning                                             38

2.3       Empirical Studies                                                                                            46

2.3.1    Studies on Teaching Methods and Students’ Academic Achievement         46

2.3.2    Studies on Gender as a Factor in Mathematics Achievement                                    49

2.3.3    Studies on Teaching Methods and Students’ Interest in Mathematics          51

2.3.4    Studies on Mind Maps                                                                                    53

2.4       Summary of Related Literature                                                                      55

 

CHAPTER 3: METHODOLOGY

3.1       Research Design                                                                                             58

3.2       Area of the Study                                                                                           59

3.3       Population of the Study                                                                                  60

3.4       Sample and Sampling Techniques                                                                  60

3.5       Instrument for Data Collection                                                                       61

3.6       Validation of the Instrument                                                                          61
3.7       Reliability of the Instrument                                                                           62

3.8       Method of Data Collection                                                                             62
3.8.1    Experimental Procedure                                                                                  63
3.8.2    Control of   Extraneous Variables                                                                  64
3.9       Method of Data Analysis                                                                               66

 

CHAPTER 4: RESULTS AND DISCUSSION

4.1       Results                                                                                                           67

4.2       Major Findings of the Study                                                                          75

4.3       Discussion of Results                                                                                      76

 

CHAPTER 5:  SUMMARY CONCLUSION AND RECOMMENDATIONS

5.1       Summary                                                                                                         80

5.2       Conclusion                                                                                                      81

5.3       Educational Implication of the Findings                                                        82

5.4       Recommendations                                                                                          83

5.5       Limitations of the Study                                                                                 83

5.6       Suggestions for Further Research                                                                   84

 

REFERENCES

APPENDICES

 


 

LIST OF TABLES

Tables                                                                                                                         Pages

4.1       Mean  Interest Scores and Standard Deviation of Students taught Measures

            of Central Tendency  using Mind Map and Conventional Method.....................67

 

4.2       Mean Achievement Scores and Standard Deviation of Students taught

Measures of Central Tendency using Mind Map and Conventional Method.....68

 

4.3       Mean Interest Scores and Standard Deviation of Male and Female Students

taught  Measures of Central Tendency using Mind map Strategy......................69

 

4.4       Mean Achievement Scores and Standard Deviation of Male and Female Students taught Measures of Central Tendency using Mind Map Strategy.......70

 

4.5       Analysis of Covariance (ANCOVA) of Students Interest on Measures

            of Central Tendency ..........................................................................................72

 

4.6       Analysis of Covariance (ANCOVA) of Students Achievement on Measure of Central Tendenc..................................................................................................73

 


 



 

CHAPTER 1

INTRODUCTION

 

1.1   BACKGROUND TO THE STUDY

              Education is the best legacy a nation can give to her citizens. This is because education is very important in the development of any nation or community. Education is a vital instrument for human development. It is a viable tool for the achievement of sustainable development of any economy. The goal of any educational system is to make its citizens individually independent and to contribute meaningfully towards the growth and development of the country (Obioma, 2005).  Education is the process of transmitting what is worthwhile to members of the society (Okafor, 2001). Education embraces all those experiences of the individual through which knowledge is acquired and intellect enlightened. According to Egbuo (2003), education is what goes on from one generation to another generation. The importance of education in achieving the goals of National Policy on Education cannot be over-stressed (Nwagu, 2002). At Primary, Secondary and Tertiary level of education an objective is to be achieved.

           The  broad  aim  of secondary  education  within  the  overall  national objectives is: Preparation for useful living within the society and preparation for higher  education

( F.R.N, 2013).  Specifically, the secondary education should: 

§  Provide an increasing number of primary school pupils with the opportunity for education of  a  higher  quality  irrespective  of  sex,  social,  religious,  and  ethnic background. 

§  Diversify  its  curriculum  to  cater  for  the  differences  in  talents, opportunities and roles possessed  by or open to students after their secondary school course.

§  Equip students to live effectively in our modern age of science and technology.

§  Develop and project Nigerian culture, art and language as well as the world’s cultural heritages.

§  Raise a generation of people who can think for themselves, respect  the  views  and  feelings  of  others,  respect  the  dignity  of labour, and appreciate those values specified under our broad national aims, and live as good citizens.

§  Foster Nigerian unity with an emphasis on the common ties that unite us in our diversity. 

§  Inspire  its  students  with  a  desire  for achievement  and  self-improvement  both  at  School and  in  later  life.

        The secondary school is expected to provide body of knowledge that will lead to the achievement of the broad objectives. In this era of science and technology, these objectives cannot be achieved without mathematics. The role of mathematics in the society has been variously recognized and acknowledged as the key to the science and technology based courses, and as useful to man in his daily living (Aminu, 2010).

            Ale (2011) stated that Science, Technology and Engineering cannot thrive without a solid mathematics foundation. Eguavon  (2012),  also remarked  that  mathematics  is  the  pivot  of  all  civilization  and  technology development. According to Dedron and Itard (2014), mathematics arose from the need for areas and volumes.  Furthermore, Adegboye (2009), described mathematics as universal language of communication.  It is proved to be the sharpest tool through its application in different subjects and in everyday life. Mathematics helps to enumerate, calculate, measure, collate, group, analyze and relate knowledge (Osafehinti, 2016).  All  these were  signals  given  to mathematics  as  a descriptions  tool  for  sustainable  development. Odo (2010), pointed  out  that  mathematics  is  a  model for  thinking,  developing  scientific structure, drawing  conclusion  as  well  as  for  solving  problems. Perhaps  it  is because  of  the  importance  of  mathematics  that  the  study  has  been  made compulsory in secondary schools.

            Mathematics  according  to  Butler  and  Wren  (2001),  can  contribute  to  the realization  of  the  general  aims  of  education  and  mathematics  education  in particular by:

§  Developing habits of effective critical thinking.  This  means developing logical reasoning both inductively and deductively;

§  Providing competence in the basic skills and understanding for dealing with number and form;

§  Fostering  the  ability  to  communicate  thought  through  symbolic expressions;

§  Developing the ability to differentiate between relevant and irrelevant data  and  to  make  relevant  judgment  through  the  discrimination  of values;

§  Developing  intellectual  independence  and aesthetic  appreciation  and expression;

§  Advancing  the  cultural  heritage  through  its  own  total  physical  and social structure.

            In  spite  of  the  social,  cultural  and  disciplinary  values  of  mathematics worldwide, students seem to lack interest in the subject.  Obioma (2014) defined  interest  as condition  of  wanting  to  know  or  learn  about  something  or  somebody. Whichever way interest is defined, whether as a cause of attention, an aspect of attention or as identical with attention, its special significance lies in its intimate connection with the mental activity or attention. Interest is the focusing of the sense organs on or giving attention to some person, activity, situation or object. It is an outcome of experience rather than a gift. It could either result or cause motivation. It could also be regarded as a pre-determinant of one's perceptions (McClnermey, Dowson, Young and Nelson, 2005). It could be a temporary or permanent feeling of preference. It could also be viewed as a condition in which an individual associates the essence of certain things or situation with his needs or wants.

            McClnermey, Dowson Young and Nelson (2005) asserted that genuine interest is the accomplishment of the identification, through action of the self with some object or idea. These researchers further stated that this is necessary because of the necessity of that object or idea, for maintenance of a self-initiated activity. Interest according to McClnermey, Dowson, Young and Nelson is a name for the fact that a course of action, an occupation or pursuit absorbs the power of an individual in a thorough going way. Going by this definition, interest thus seems particularly useful as the relationship between identification, absorption and the maintenance of a self-initiated activity which offers a straight forward way to analyze classroom activities.

According to Shiefele (2001), interest is a content-specific motivation of characteristics composed of intrinsic feeling-related and value-related initiatives with an organized force. Shiefele has distinguished two conceptions of interest: Individual and situation. Individual interest is understood as a long-term direction of an individual towards a type of object, activity or area of knowledge. It is defined as a relatively stable evaluative orientation towards certain domains (Shiefele, 2001) or towards particular classes of objects, event or ideas (Krapp, 2000). Individual interest has personal significance and is usually associated with high levels of significance and value, positive emotions and increased reference value (Krapp, Hidi and Rerninger 2002). In this framework, individual interest developed remains a stable and enduring factor in one’s learning over an extended period of time. Anderson (2002) opined that interest most often is directly tied to the content or instruction, and it also directs and enhances learning. Most researchers like Krapp, Hidi and Renninger (2002), believed that interest emerges from an individual's interaction with his or her environment.

            Many researchers now have adopted the distinction between situational and individual (or personal) interest. The personal interest approach tends to focus on individual differences whereas the situations interest approach centers on creating appropriate environmental settings to stimulate and motivate learning.

            Research has shown that students perform poorly in Mathematics because of lack of interest in the subject. Therefore, teachers are mostly blamed for students’ poor achievement in mathematics. For instance, Agwagah (2013) recognized that, the teaching of mathematics still follows the traditional  pattern  which  is  identified  to  be  ineffective  and  a  major  factor responsible  for  the  poor  achievement  of  students  in  mathematics.  Adedayo (2001),  stated  that  the  problem  of  failure  at  the  secondary  school  level  has always  been  attributed  to  teachers’  failure  to  use  appropriate  method  of teaching. Obioma (2014) also attributed pupils’ poor achievement in mathematics to be dependent on the teachers’ use of inappropriate methods of teaching such as descriptive and lecture method. Consequently students lose interest in learning. When one is interested in an activity he is likely to achieve highly in that activity. In  other  words  interest  is  believed  to  be  an  important  variable  in learning. It is a quality that arouses concern or curiosity.

             However, interest to do something implies giving ones attention to such because the person enjoys finding out about it or doing it. When something is interesting, it attracts attention of people because it is special and exciting. Okpara (2015), asserted that although pupils’  poor  performance  in  school  subjects  may  be  related to their  lack  of interest  and  commitment  to  their  studies  and  inadequate  support  from  their parents  and  even  the  government,  all  that  the  teachers  are  used  to,  is  the conventional  methods  rather  than  strategies  that involve pupils’ participation. Ammo (2002) also relates the failure of students in mathematics to the teachers’ incompetence or ineffectiveness and lack of interest in the subject by the students. According to Oyadiran (2011), students display poor performance due to lack  of  interest  in  the  subject,  inadequate  preparation  and  failure  to  use instructional materials to teach mathematics. Consequently students are scared of the subject.

            The annual WAEC examination results indicate poor performance of students in senior secondary certificate examination (S.S.C.E) in mathematics as  many  of  the  candidates  scored  marks  below  pass level  (Chief Examiner’s  Report, 2013).  Factors identified by the Chief Examiner’s Report as being responsible for the poor performance include poor preparation of students for the examination and failure to observe the rubrics. Furthermore, Chief Examiners’ Report (2014) stated that many of the questions demanded fundamental understanding of the subject and these questions were devoid of guess work. The rubrics were clear and unambiguous, yet the candidates performed poorly. One of the suggestions for remedy by the Chief  Examiners’ Report was that teachers should emphasize to the students that the concepts of the senior secondary  school  mathematics  depend  on  their  understanding  of  mathematics concepts  at  the  junior  school  level. Hence,  students’  poor  performance  in mathematics  at  a  higher  level  is  a  reflection  of  a  weak  foundation  in mathematics at the lower level. In other words, performance at the higher level depends on what is learned at the lower level (primary and junior secondary school level).

            However, from  the  Chief  Examiners’  Report  (2015),  the  summary  of candidates’  weakness  on  the  West  African  Senior  Secondary  Certificate Examination (WASSCE)  in  Nigeria  included  solving problems in  measures of central tendency. Again, the performance of the candidates did not improve significantly in 2015. The difficulty level of the paper was of the required standard. The rubrics were clear and unambiguous. A summary of  candidates’ weakness  include  use  of histogram  to  estimate  the  mode  (Chief  Examiners’  Report  2015).

        Secondly, questions  from Measures  of  Central  Tendency  comes  out  every  year  at  both junior  and  senior  secondary  certificate  examinations  (J.S.C.E and  S.S.C.E.) respectively. Based on the continuous poor performance of students on mean, median and mode the researcher chooses the topic. According to the secondary school curriculum,  measures  of  central  tendency  (mean,  median  and  mode)  are  first taught in Js1. The summary of  the   students’ performance  in  J.S.C.E  results in mathematics from the year 2011 to 2016 of five schools in Umuahia Educational Zone of Abia State is disheartening . This poor performance as mentioned earlier is carried forward to the senior secondary school level. The results show that in Junior School Certificate Examination (JSCE) only 20% of the candidates scored credit and above on the average in the five schools in the year 2011, 08% in 2012, 26% in 2013, 13% in 2014, 06% in 2015 and 12% in 2016 (see Appendix E). Students’ poor performance in mathematics at the Junior School level as reflected in the summary above, is carried forward to the senior secondary school level. Joel and Aride (2006) believe that the subject favours boys and should be undertaken by boys. Joel and Aride believed that mathematics is gender biased.

Gender is used to refer to specific cultural patterns of behaviour that are attributed to human sexes. Gender relates to cultural attributes of both males and females (Akpochafo, 2009). Gender according to Lahey (2003), is a psychological experience of being a male or female. It has to do with personality and central components of self-concept. Unlike sex, which is concerned with the distinction between male and female based on biological characteristics, gender encompasses other personality attributes as roles, orientation and identity based on individual’s conceptualization of self. For instance, Singh (2010) opines that gender refers to a socio-cultural construct that connotes the differentiated roles and responsibilities of men and women in a particular society. This definition implies that gender determines the role, which one plays in relation to general political, cultural, social and economic system of the society. According to Betiku (2002), gender refers to all the characteristics of male and female, which a particular society has determined and assigned to each sex. Also, Onyeukwu (2000) sees gender as the dichotomy of roles culturally imposed on the sexes.  Avulata and Oniyama (2009) once described gender stereotype in school as “hidden curriculum” which sends out messages to girls to conform to role expectation. In most societies, gender has roles based on the women folk, preventing their participating in, and benefiting from development efforts (UNESCO, 2000). This has created a big psychological alienation in the minds of the female students (Joel and Aride, 2006). As a result, boys dominate Chemistry, Physics, Mathematics and Environmental studies classes while the girls go into reading languages and Arts.

            United Nations (UN) adopted various resolutions to ensure equal opportunities for all gender in education and empowerment. In 2002, UNESCO conference in Harare called for setting up of structures in Africa at the National level to develop, absorb and use Science and Technology to distribute developmental tools among the various genders. Okeke (2007), affirmed that the proportion of girls in science classes in secondary and tertiary institutions or in employment as scientist, engineers, and technologists in Nigeria is quite low. In line with the above claim, Akpochafo (2009), reported that in Nigeria as in many African societies, there is gender bias, a situation in which cultural beliefs and structural arrangement favour men over women. This can be witnessed in most elective positions contestable by men and women. People always see women as not fit to govern or rule since men are involved. The idea that female should be under and submissive to men have created negative influence in the life of women folk.

            Explaining further, Anele (2008), is of the view that the socio-cultural practices of the African societies have placed men on the position, which give them domineering influence on women folk. In an argument for, and attempt to debunk a belief that seems to be general in Africa to create a kind of relief for gender equality, Okoye (2007) argued that because of various biological differences in human make-up such as those between male and female, people assume that one sex may have a learning edge over the other sex. Okoye added that, there is practically no significant difference between the intelligence of males and females that can be traceable to gender difference.

            Apart from gender, other  factors  identified  by  (Amoo,  2011)  that  are responsible  for students’ poor performance in mathematics are the overloaded and unrealistic nature of the curriculum, teacher “teach all” policy at primary and Pre- Primary levels  of  education,  delay  in  the  payment  of  teachers’  salary, recruitment  of  unqualified  mathematics  teachers and the societal call for certificate without proficiency lead students to cheat in order to pass examination  (that is through examination malpractice). The question then is what is the way out? Identification of a problem they say is a step towards its solution (Betiku, 2002). To the researcher, there is need to search for a strategy  where  students  must  be  given  sufficient  opportunity  for creative activity where each student can bring out his own measure of talent and thereby display his personality. This process might be enhanced by having the students in small groups,  to  discuss  the  concepts  taught  and  connections  to  be  drawn. Along this line, a student develops awareness of his or her own knowledge organization. Hence this study was motivated by the desire to adapt mind map teaching strategy in the teaching of measures of central tendency in junior secondary schools.

            Mind Map according to Wikipedia encyclopaedia is a diagram used to represent words, ideas, tasks or other items linked to and arranged radically around a central key word or idea. It is used to generate, visualize, structure, classify  ideas,  and  as  an  aid  in  study,  organization, problem  solving  and decision making. Mind map according to Hugh (2003), is a convenient graphical tool that helps one think and learn by putting complex thoughts or interconnected ideas into simpler forms or ideas.  Hugh concluded that mind map can be used to take lecture  notes, plan  an  essay / dissertation / thesis, outline  a  presentation/seminar, revise a topic being studied,  make notes from textbooks, summarize articles/chapters, organize one’s thought about any topic (whether academic /emotional/personal).

            Mind map, or radiant thinking as it is sometimes called, is a  technique that allows one to both brainstorm and structure his thoughts using graphics,  colours,  and  words  in  a  free-ranging  map  (Kennedy,  2009). Furthermore, Brinkmann (2001) stated that mind map may show connections between mathematics and the rest of the world. As a mind map is open for any idea someone associates with the main topic, non-mathematical concepts may also be connected with a mathematical object.  Thus it becomes obvious that mathematics is not an isolated subject but is related to most different areas of “the rest of the world”.

            Mind map may be seen as a diagram used to develop and organize information (sub ideas) in such a way that the central (main) idea is in the centre (Hemmerich, 2014).  Simply put, it is a mnemonic technique for sorting out both simple and complicated ideas. In other words, the  structure  of  a  mind  map  allows  one  to  organize  hierarchically mathematical knowledge.

            The special structure of a mind map according to Hemmerich,  has an open  structure,  one  may  just let one’s  thoughts  flow,  every  produced idea may be integrated in the mind map by relating it to already recorded ideas. Mind maps drawn by students provide information about the students’ knowledge. The  students,  in their  small  groups,  construct  mind  maps, discuss   the  concepts  to  be  used  and  the  connection  to  be  drawn.  The students’ growth in the understanding of a topic can be checked when asking them to create a mind map. In other words, the connections students make as the map is drawn enables the teacher to evaluate their achievement. Each mind map has a unique appearance and strong visual appeal. Thus, the learning process is speeded up and information recalled faster unlike the lecture teaching approach.

            Lecture method of teaching is the oldest teaching method applied in educational institution. This teaching method is one way channel of communication of information. Students’ involvement in this teaching method is just to listen and sometimes pen down some notes if necessary during the lecture. One of the problems in this method is to grab the attention of students in the classroom and also many students in the class cannot follow the theme.

            An issue of urgent attention at this point is to look for appropriate instructional approach that will foster interest in mathematics. Since all science and technology based courses and programmes are highly dependent on mathematics, effort should be geared towards the application of an instructional approach which is capable of boosting the interest and achievement of students in mathematics at all levels of the school system. Hence the researcher  sees a  need  for  use of  a  teaching  strategy  that  will  improve  the achievement of  both male and female students in measures of central tendency. Thus, the needs to investigate the effectiveness of mind map instructional approach on students’ interest and achievement in measures of central tendency.


1.2     STATEMENT OF THE PROBLEM

Students’ achievement in mathematics over the years have been poor in both the junior and senior school certificate examinations as indicated by the chief examiner’s report. The poor performance of learners in mathematics calls for reconsideration of the instructional methods in use in our secondary schools for teaching mathematics.

Teaching and learning of mathematics in most of the secondary schools in Nigeria has generally taken a pattern where teachers mostly use instructional strategies characterized as teachers centred. The instructional methods expose students’ to minimal practical activities and group discussions.

            There is therefore a need to adopt an instructional strategy that provides learners with the opportunity to construct knowledge rather than being recipients. This approach will allow learners own the learning process, acquire knowledge, skills and understanding. This will boost the learners’ interest in the learning process and improve the academic achievements in mathematics of learners and reduce if not eliminate totally the poor performance of students witnessed so far in mathematics today. Based on this background, the study sought to investigate effect of mind map instructional strategy on interest and achievement of Junior Secondary School Students in Mathematics.

 

1.3              PURPOSE OF THE STUDY

The main purpose of the study was to find out the effects of mind maps on achievement and interest of junior secondary school students in Mathematics in Abia State. Specifically, the study sought to determine:

1.      The effect of mind map instructional strategy on students’ interest in measures of central tendency.

2.      The effect of mind map instructional strategy on the achievement of students in measures in central tendency.

3.      The differential effect of mind map instructional strategy on the interest of  male and female students in measures of central tendency.

4.      The differential effect of mind map instructional strategy on the achievement of male and female students in measures of central tendency.

5.      The interaction effect of method and gender on students’ interest in measures of central tendency.

6.      The interaction effect of method and gender on students’ achievement in measures of central tendency.


1.4    RESEARCH QUESTIONS

The research questions formulated to guide this study were as follows:

1.      What are the mean interest scores of students taught measures of central  tendency  using  mind  maps  method (Experimental group)  and  those  taught  with  lecture method (control group)?

2.      What are the mean achievement scores of students taught measures of central tendency in the experimental and control group?

3.      What are the mean interest scores of male and female students taught measures of central tendency in experimental group?

4.      What are the mean achievement scores of male and female students taught measures of central tendency in experimental group?


1.5   HYPOTHESES

            The following null hypotheses (H0) were formulated to guide this study, and were tested at  .05 level of significance.

H01:    There is no significant difference between the mean interest scores of                    students taught measures of central tendency using mind maps and those taught using conventional method.

H02:       There is no significant difference between the mean achievement scores of students taught measures of central tendency using mind maps and those taught using conventional method.

H03:        There is no significant difference between mean interest scores of male and female students taught measures of central tendency using mind maps.

H04:        There is no significant difference between the mean achievement scores of male and female students taught measures of central tendency using mind maps.

H05:        There is no significant interaction effect of method and gender on interest of students in measures of central tendency.

H06:    There is no significant interaction effect of method and gender on achievement of students in measures of central tendency.

 

1.6   SIGNIFICANCE OF THE STUDY

            The findings of the study might be of immense benefit to parents, students, teachers, teachers training institutions, text book writers and supervisors of education. The activities and tasks used in the study would be of immense assistance to parents to be able to monitor the activities of their children. The result of the study might make students have a better understanding of the measures of central tendency. Their involvement in creating mind maps might generate interest and hence facilitate better achievement. The result might help students in the following ways:

The student can develop ideas fast. This is because you draw your ideas in the form of keywords, shapes, and arrows. You can review your ideas fast, because other ideas surround the main idea.

It is widely accepted that a mind map can greatly stimulate your brain in new ways than normal linear notes in teaching. Using mind mapping tools enable a student to generate a lot more new ideas, identify the right relations among the information stored in your brain and ultimately improve the student retention. Mind maps give the student the freedom to think out of the box and stay creative all day long. Ultimately, the student will be able to remember more.

Facilitate the study process and makes it fun: one of the biggest advantages of mind mapping is that the student can study with ease.  Not only that the student will learn faster, but they will also be able to have fun in the teaching and learning process. The use of colors, keywords and images can boost their creativity while giving them a feeling of happiness and self-content. They will become more motivated to remember all those important details.

 Mind mapping tools make it easy to add ideas. It’s as simple as adding more branches to a virtual tree.

 The students will benefit from the result of the study as mind mapping method will teach them how to focus on relationships and links that exist between ideas in order to help them connect facts. Mind mapping helps them to create a deeper understanding of the measures of central tendency (topic of interest), which means the students will get a perfect overview of all related ideas, concepts and thoughts.

The findings of the study will be beneficial to the teachers who could lead to the adoption of this instructional strategy in teaching mathematics. This may make the teaching of mathematics more interesting and thus improve teachers’ effectiveness. This could secure the attention of the  learners  in  the  course  of  instruction  and  therefore  enhance  greater interest and learning of mathematics by learners.

The findings might help the teachers in the following ways to:

 Structure the concepts, factual content, and procedures that constitute the knowledge base of the discipline around the organizing principles (big ideas) of the domain.

 Link new knowledge to what is already known by presenting concepts in a conceptually and logically sequenced order that builds upon previous learning within and across grade levels.

 Focus on depth of understanding rather than breadth of content coverage by providing learners with multiple opportunities to practice and demonstrate what they learn in a variety of contexts.

 Include structured learning activities that, in a real or simulated fashion, allow learners to experience problem solving and inquiry in situations that are drawn from their personal experiences and real world applications.

Develop learner’s abilities to make meaningful applications and generalization to new problems and contexts.

Incorporates language, procedures, and models of inquiry and truth verification that are consistent with the accepted practice of experts in the domain.

Emphasize interdisciplinary connections and integration and helps learners connect learning in mathematics with the issues, problems, and experiences that figure prominently in their lives outside of the classroom.

            The result would furnish the teacher training institutions such as Institutes of  Education,  Faculties  of  Education,  and  Colleges  of  Education  with useful  methods,  learning  strategies  and  materials  that  are  useable  in secondary  schools  since  educational  institutions  organize  in-service (Sandwich)  courses  for  secondary  school  teachers.  Thus  the  in-service trainers  would  acquire  the  knowledge  and  as  well  disseminate  the information.

            The result of the study would benefit the text book writers with additional information  and  variety  in  the  manner  of  presenting  the  mathematical materials and instructions that will work in Nigerian school setting.

            Supervisors and inspectors of education will also benefit from such conference at the state and federal levels. This, it is hoped will ensure improvement in mathematics methodology in the school to enhance achievement and to generate studentsinterest in the subject.


1.7 SCOPE OF THE STUDY

            The  study  was  delimited  to  junior  secondary  one  (JS1)  students  in Umuahia  Educational  Zone  of Abia State. The JS1 students were used because measures of central tendency are contained in their curriculum. The topic covers the following contents.

a.        Mean as the average

b.      Median as the middle number

c.       Mode as the number with the highest frequency

d.      Word problem on mean, median and mode

The topic was used because it is one of the topics in mathematics that students find difficult as highlighted earlier.


 

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