Students Performance In SENIOR HIGH SCHOOL Geometry Education Essay

Given a swiftly changing world, today's learner success hinges on the students' abilities to organize and apply Mathematics in the answer of important problems. Regarding to Osborne (2002), making a valid projection related to an results for a specific individual may be accomplished by making prediction models through multiple regressions.

The need to enhance the standard of residing in Nigeria through the growth in technology and technology has made Administration whatsoever levels and stakeholders in education to become more concerned now than ever about the indegent performance of students in Mathematics. A report on Some Learner Personal Variables as Predictors of Mathematics Accomplishment in Secondary Classes in Central Mix River Point out - Nigeria concluded that in tackling poor performance in Mathematics, variables within the learner have to be addressed, as in addition they contribute to make clear or anticipate learners' performance in Mathematics (Obo, 2007).

Internationally, the Philippines belongs to the bottom level five of poor achievers in Mathematics and Science. According to the study by the Trends in International Mathematics and Knowledge Study (TIMSS) in 2003, in the Mathematics Success test, the Philippines positioned 41st. Matching to Tinio (2002), open public institution students do terribly in diagnostic and accomplishment tests. He also added that those students who took the exam were made by their teachers a few months before the genuine checks, and their educators had to go to a workshop in PNU (Philippine University of the Philippines) in preparation for the review, but still their performance is poor.

In the neighborhood circumstance, specifically in Davao Del Sur, Mathematics is one of the weakest subjects having a minimal performance in the 2006 National Achievement Test and Division Accomplishment Test (Angco, 2007). Signing up to the belief that the grade of education is measured by the performance of students, every educator seems the critical need to recognize variables that could be used as an instrument in predicting performance in Mathematics subjects.

As of the present, no research has been conducted yet to forecast students' performance in High School Geometry in Davao Del Sur. Thus, this research was undertaken to formulate regression models that will help to task future performance in Geometry of the Extra Institution Students.

Statement of the Problem

The research was conducted to build up regression types of students' performance in SENIOR HIGH SCHOOL Geometry. Specifically, this research sought answers to the following questions
1. What is the level of the following pupil variables

1. 1 Research Habits

1. 2 Perceived Instructor Support

1. 3 Attitude towards Mathematics

1. 4 Father or mother Involvement

1. 5 Regular Family Income?

2. What's the level of Students' Performance in Geometry in conditions of

2. 1 Polygons and Space Figures

2. 2 Dimension of Polygons and Space Figures

2. 3 Relationships Involving Line Segments and Perspectives?

3. Is there a significant marriage componentwise between college student factors and performance of students in SENIOR HIGH SCHOOL Geometry?

4. What regression models can be developed in predicting Students' Performance in SENIOR HIGH SCHOOL Geometry?

Hypothesis

The null hypothesis tested in this review was that there surely is no significant romance componentwise between student parameters and performance of students in High School Geometry.

Review of Related Literature

This section includes mixed sources of materials that are seen with regards to the inspection. The topics are hereby offered to provide a much better track record and insights of the present investigation.

Student Factors as Predictors

Researchers in mindset and education will always be interested in

determining differences inter and intra-individuals to be able to investigate causes and/or effects of some variables (self-employed) on other variables (dependents), knowing that the individual is the one who decides the outcome of the procedure. It is his character and the nature of the relationship among his personal variables on one area, and family, and institution factors on the other hand, which chooses how he gets, assimilate, respond to the procedure, and produce the behavioral changes (Fawziyah, 2001).

Study habits. Teachers and parents long have been suffering from the problem of students' low accomplishment in school. Many have had the frustrating connection with watching a child undermine his or her chances for a good performance by just not trying. Students who performs poorly because of not learning or not concluding tasks is usually identified by his instructors as a hopeless case (Camahalan, 2006). He further added that lots of students who face accomplishment problems in school frequently warrant the worried scrutiny of professors and parents likewise. They can be victims of pre-judgment they can do no better.

Study habits are learning tendencies that enable students work privately. Azikiwe (1998) described study habit as the implemented way and manner a student plans his private readings, after classroom learning in order to attain mastery of the subject. Regarding to her, good study habits are good asset to learners because they (practices) assist students to realize mastery in areas of expertise anal consequent excellent performance, while the complete opposite constitute constraints to learning and success leading to failing.

Ikegbunam (1998) directed that poor research habits among the significant reasons of poor educational shows among Nigerian university students. Efficient analysis habits can fortify writing. Professors in the producing countries, such as those in Nigerian colleges, should try to provide graduates with advanced of analytical skills, the capacity for critical reasoning, self-reflection and conceptual understanding and potential to learn autonomously and exercise overall flexibility of brain.

A study on "Ramifications of self-regulated learning on Mathematics accomplishment of chosen Southeast Asian Children" by Camahalan (2006) revealed that students' low achievement in school relates to their poor analysis habits. It is also indicated that training the students to be self-regulated learners through the Self-Regulated Learning Program (SRLP) will help them improve their Mathematics success and study habits.

The said research was predicated on the conceptual framework that students' low mathematics success in school is related to their poor analysis habits. Thus, the intervention titled "Mathematics Self-Regulated Learning Program" targeted to help determined children from Southeast Asia (the Philippines) enhance their Mathematics accomplishment, Mathematics self-regulated learning, and Mathematics institution grade.

Good (1996) identified the term analysis behaviors as the student's way of analysis whether systematic, reliable or inefficient etc. Good review habits are perceived to be the determinants of the academics performance. That is why efforts are created to develop and improve review practices in students. Extra school students in public universities of Pakistan come from economically poor and average income young families. These people face various problems causing emotional disruption amongst their children. They have got poor study practices hence they show poor educational performance. Significant amounts of evidence exists to show the positive relationship between study behaviors and academic achievements.

Ansari (1998) found that study patterns and study behaviour are both significant parameters which determine the academics performance of the students. Russell and Petrie (1997) have cited a study study aimed to determine the relationship between study habits and student attitude and educational performance (cumulative GPA) of college or university students. Findings of the study indicate a positive correlation between study attitude, study habit and academic success.

National Diagnosis of Educational Improvement (NAEP) in 1994 conducted a study to learn the partnership between study patterns and academic success. Findings of the analysis revealed a confident correlation between research habit and academics achievements of elementary and secondary university students.

Onwuegbuzie (2001) also conducted a series of studies to find out relationship between analysis habits and academics success and reported positive relationship between study habits and educational success. The main objective of the analysis was to study the result of direction services on students analysis attitudes, study habits and academic achievement.

Perceived Professor Support. The instructor is the key person in the coaching learning situation. Hence, he must be a model to all or any his students in all aspects of life. Students are good imitators, especially the ones, and they usually make their teachers their role models (Calderon, 1998).

He further stressed that the professor is the manager of the teaching learning situation, the facilitator of learning and the evaluator of the pupil achievement. Hence, he must possess the mastery of the subject matter upon the principle the particular one cannot give what he does not have. The tutor should master the techniques and tools of teaching. The teacher is similar to a carpenter. The carpenter who uses old, rusty, and unsharpened tools cannot produce fine furniture. In like manner, the instructor who uses haphazardly outmoded and ineffective methods and tools of teaching cannot produce a good product. However the professor who combines the best features of techniques and who manipulates with greatest dexterity the tools at hand turn out the most appealing.

Hudley (2002) cited that instructor support appears to be one of the very most influential factors that promote higher scholar achievement. They focused more on students' ethnicity and engagement as factors of accomplishment, but students who reported being more reinforced by the institution community proved more engagement in the learning and greater success.

Likewise, Yeung and McInerney (1999) disclosed that perceived instructor support made increased effect on students' GPAs and attendance than self-image and even type from relatives and buddies. Surely instructors' potential to impact students' academic success translates to their capability to impact their achievements on high stakes lab tests.

Ewen (2002) emphasized that the question of how to stimulate students in the class room has turned into a leading concern for teachers of all disciplines. Student inspiration and university student management are especially relevant to mathematics education in light of recurring questions about how exactly to obtain additional students interested and involved with learning.

If students were given everyday situations for practicing and learning the key uses of mathematics, they would develop such skills as "making inferences, evaluating the reasonableness of results and using sources to research what they need to know (Cawelti, 1999).

Swartz (2003) known that there is a great deal of qualitative and anecdotal facts from university classrooms that infusion lessons both improve learner thinking and enhance content learning. Instructors report that college student affinity for their learning improves, their knowledge of the content these are learning deepens, many students do better on content-area tests, and many students start using the thinking strategies launched in these lessons. When working with infusion as a procedure for coaching thinking and improving learning, the learning students engender will prepare them to enter in an increasingly complicated and technological world with skills that they can need to make use of information meaningfully, to make sound judgments, also to develop self confidence in themselves as thoughtful people.

Skemp (1996) cited that newer studies with superior methodology that have provided evidences that instructors who have a conceptual or logical understanding of Mathematics, can impact students' learning.

Given that teaching skill is associated with student achievement, institution districts and policymakers are enthusiastic about how teachers are prepared. While teaching skill is a goal of prep, usually a credential only requires an academics level and coursework. Virtually all public school teachers in the United States have at least a bachelor's level, and many have advanced degrees (Ashton, 1996).

Greenwald (1996) evaluated a number of studies of the partnership between institution inputs and pupil outcomes. Some university resources, i. e. , professor ability, educator education, and professor experience were tightly related to to student achievements.

Attitude towards Mathematics. The conceptions, behaviour, and prospects of the students regarding mathematics and mathematics teaching have been regarded as very significant factor underlying their school experience and accomplishment (Borasi, 2000).

The basic conceptions determine just how students tackle mathematics tasks, in many cases leading them into nonproductive pathways. Students have been found to carry a solid procedural and rule-oriented view of mathematics also to assume that numerical questions should be quickly solvable in just a few steps, the goal just being to get "right answers". For the coffee lover, the role of the scholar is to get mathematical knowledge and to be able to show so; the role of the tutor is to transfer this knowledge and to ascertain that students purchased it (Frank, 1998).

Based on the study on the "Roles of Behaviour, Perceptions and Family Backgrounds on Students Accomplishment in Mathematics", learner engagement in mathematics refers to students' determination to learn mathematics, their self-confidence in their ability to achieve mathematics and their emotional emotions about mathematics. Learner proposal in mathematics performs a key role in the acquisition of mathematics skills and knowledge - students who are employed in the training process will tend to learn more and become more receptive to further learning. Student engagement also has a direct effect upon course selection, educational pathways and later profession alternatives (Leder, 2003).

Reys (1999) asserted that the influence of attitudes, principles, and personality characteristics on success final results and later involvement in the learning of mathematics are essential factors for mathematics teachers. Instructors not only want students to learn mathematics but also desire to be able to enjoy and become confident about the topic. He strongly presumed that affective variables such as desire and self-esteem facilitate or impede students' learning and achievement in mathematics. Furthermore, affective goals are contained in assertions of educational targets for mathematics curricula.

Students' causal attributions aren't only important motivational variables but are also critical motivators of their persistence in learning. Optimism, pessimism, and achievements in mathematics were measured in an example of principal and lower secondary students on two occasions. Although achievements in mathematics was most tightly related to to prior achievements and class level, optimism and pessimism were significant factors. In particular, students with a more generally pessimistic outlook on life had a lesser level of achievement in mathematics over time. Gender was not a key point in achievement (Kloosterman, 2001)

McLean (1997) looked into attitudes toward learning in regards to to their achievement and discovered that five attitudinal factors were significantly related to academic performance by distinguishing between your attitudes of high and low achievers. Students' behaviour may well not only directly influence academic achievement,

but also indirectly effect the result of other parameters, as well.

Abu-Hilal (2000) found that the result of attitudes passes through the level of aspiration. McLean (1997) and Abu-Hilal's (2000) studies distributed consensus in regards to to the importance of behaviour in predicting success. They further complemented the results of earlier studies, with the former proving that the students' first attitude towards institution was significantly related to academics performance, as the latter discovered that attitudes predicted their deep method of learning.

Parent Engagement. In her overview of literature on parent involvement and college student achievements, Hendrickson (1997) figured for now the data is beyond dispute: mother or father involvement improves learner success. When parents are involved, children do better in college, and they go to better academic institutions. She also observed the next: the family supplies the primary educational environment; including parents in their children's formal education increases student achievement; father or mother involvement is most reliable when it is detailed, long-lasting, and well-planned; the benefits are not restricted to early child years or the elementary level; there are strong results from regarding parents continuously throughout senior high school; regarding parents in their own children's education at home is insufficient; to guarantee the quality of schools as institutions serving the city, parents must be involved at all levels in the institution; children from low-income and minority families have most to gain when schools require parents. Parents do not have to be well-educated to help.

The research demonstrated that parents can play an important role in conditioning their children's education by taking part in their learning and by reinforcing the attempts of instructors and schools.

It is mentioned that parents can take many positive steps to help their children, like the pursuing: they can encourage students to follow advanced course work, to invest quite a lot of time in their homework, and also to devote additional time to reading than to television. A pastime in reading and learning can be fostered by reading aloud to children; holding family discussions about reading materials, assignment work, and current events; and encouraging regular trips to the catalogue to gather more information about interesting topics. (Mullis, 1997).

According to Gianzero (1999), the idea that strong family-school linkages improve children's educational benefits has bought almost axiomatic status. Clinical tests abound documenting the association between parents' engagement in their children's schooling and a host of benefits accruing not and then students themselves, but to their schools and parents as well. Among the documented conclusions are strong positive correlations between parental involvement in children's schooling and upgraded student attitudes, achievements, and attendance.

Involved parents enjoy benefits as well, including increased assurance in their skills to parent or guardian, help their children learn at home, and converse effectively with universities. For a few parents, participation in their children's education prompts them to follow further education themselves. Studies disclose that teachers not only hold included parents in higher regard than uninvolved parents, but they also have higher expectations for their children. (Henderson & Berla, 1997).

Monthly Family Income. Parental profession may influence scholar performance in a variety of ways. For instance, occupation-related income may determine usage of learning opportunities and resources therefore are likely involved in learning outcomes. The training and types of skills associated with different occupations and modeled by parents may motivate students to build up their own skills in particular ways. Parental occupation may also affect how students understand the value of mathematics learning, their values about the effectiveness of mathematics and the training environment at home (Gianzero, 1999).

In addition, he further consumed with stress that the longer a child is within poverty, the more deleterious the result on his or her educational growth. Furthermore, the attention of poverty inside a college can be shown to be bad for all students in that school if an individual college student comes from a poor background. All university student poverty is not identical. Students experiencing long-term poverty or who show up at colleges with high poverty concentrations are more likely to obtain educational challenges than students from people whose length in poverty is brief or who go to colleges with low poverty rates. Furthermore, the findings suggest that lots of the same students who experience long-term poverty also sign up for academic institutions with high poverty concentrations.

Performance of Students in Geometry

Since the establishment of the mathematics benchmarks by the National Committee for Teaching Mathematics (NCTM), researchers have been assessing these specifications on successful implementation strategies and pupil achievement. One area within these expectations focuses on competencies students need to understand in basic geometry. The NCTM standards describe geometry as a way to provide students the capability to visualize and work with spatial romantic relationships and estimation. The authors assessed these criteria that relate to geometry and looked into the power of students to calculate angles.

From an early on start, humans have used visual representations to communicate ideas. Engineers and other specialists related to technology, mathematics and technology have long used geometry and descriptive geometry to find solutions to everyday problems. In fact, geometry can be explained as a science to work with visual representations to find answers to spatial problems (Pare, 1997). These spatial problems require the ability to use spatial visualization to emotionally change and interpret visual information in problem handling situations (Wiley, 1995).

Although geometry and spatial visualization play an important role in everyday activities, Perkins (1996) conducted studies that reveal humans are fundamentally poor geometers. The rationale for such a assertion came through a series of studies inspecting geometric factors like rectilinearity, symmetry, and extrusion (both linear and curved). Through these clinical tests, Perkins concluded that the individuals perceiver does become a geometer, but a "sloppy" one, plus more training is required to affiliate geometry to real-world examples so that humans can use geometry accurately and in everyday situations.

Geometry and descriptive geometry are not the only real areas requiring university student skill development. Estimation plays an important role in everyday activity as well. The National Council for Professors of Mathematics (NCTM) identifies estimation as a process involving comprehending a problem, relating the information to data known, making judgments, and verifying reasonableness. Estimation is seen as a process to connect mathematical ideas to the physical world and speak these ideas through articulation. Harte and Glover (2000) stated that many situations involve estimation alternatively than precision and that educators need to help students develop good estimation skills.

Happs and Mansfield (2001) argued that understanding how to estimate can be difficult, but students with a preceding or contemporaneous encounters in way of measuring (ie. geometry), find it less difficult to apply these estimation skills. Students use of mental imagery, as discovered through geometry, will "benefit from opportunities to create an image in the same way that experts and engineers create mental models to provide as useful representations of the phenomena to be known. But, if students are to build up these skills in estimation, immediate linkages to geometry and its use in everyday life must be educated in both elementary and secondary schools.

In 1992, the National Evaluation of Educational Progress (NAEP) conducted a series of statewide assessments in mathematics. The assessment centered on both fourth and eighth-grade students in public areas institutions. North Carolina participated in this voluntary state-by-state analysis with trials in areas of numbers, data evaluation, geometry, basic mathematics, algebra, and estimation. North Carolina students performed less than the nationwide average in all six areas, especially in geometry and estimation. Once this information was known, the NAEP asked instructors about the amount of time allocated to each one of the six areas that were evaluated. Only twelve percent of North Carolina teachers suggested they place an emphasis in Geometry at the fourth-grade level, and only fourteen percent achieve this task at the eighth-grade level.

Regression Models. Regression models are being used to anticipate one variable in one or more other factors. These provide the scientist with a powerful tool, allowing predictions about past, present, or future events to be produced with information about history or present situations. The scientist employs these models either because it is less expensive in terms of your time and/or money to gather the information to make the predictions than to collect the information about the event itself, or, more likely, because the event to be expected will occur in some future time (Stockburger, 2003).

Ding (2006) considered regression models may be one of the most popular statistical examination techniques in educational research. Typically, regression evaluation is used to investigate the connections between a dependent adjustable (either categorical or continuous) and a couple of independent variables predicated on an example from a specific population. Often the particular interest is put on assessment of the result of each self-employed variable on reliant variable, and such an effect is recognized as the average effect value across all topics in the sample.

Turner and Williams (2002) in "Predicting College student Proficiency on the Arkansas Benchmark Mathematics and Literacy Tests" used the info from five semesters from spring and coil quality 1 to 3. The prediction model information was used to identify the SAT-9 scales which were best predictors of future academic performance in fourth quality mathematics and literacy. The analysis was conducted purposively not to identify the best prediction model but instead to recognize the best predictors of future at-risk performance at each level level.

Kruck and Financing (2003) developed a model to predict academics performance in the first season college level Information System course to explain the performance in an introductory university level financial accounting course. Their research found out that desire/effort and GPA do predict performance which prior related training do not forecast performance. In addition, their model pointed out that the individual's gender damaged the educational performance.

Asia's four dragons, Singapore, South Korea, Japan and China, went to Trends in International Mathematics and Technology Research (TIMSS) 2003 got excellent success in mathematics, but there is the comment and diverseness to results these countries' mathematics achievement. The study analysis TIMSS 2003 data from level 8 students of Asia 's four dragons, to grasp the factors effected students' mathematics accomplishment in Asia's four dragons, and the difference one of the relative variables specifically: father' s educational level, mother's educational level, self-confident of college student, parents' educational conception, home work time, extra lessons, college student consider math is important (Chang, 2006).

The consequence of the abovementioned analysis would be that the factors including parents' educational level, the amount of enjoy mathematics, self-confident of university student, parents' educational conception, home work time, extra lessons, university weather are predictors in the Mathematics achievements of Asia's four dragons.

The studies of these studies are highly relevant to the present inspection inasmuch as all developed regression models predicting the performance of students in mathematics. As a whole, the related literature presented herein supplies the basis of information gathering about the variables of the analysis. The foregoing studies help in building the proponents' theoretical basis that will prepare students to do better in Mathematics subjects especially in Geometry and this study habits, perceived teachers support, attitudes toward Mathematics, parent or guardian involvement, and every month family income of students are regarded significant predictors in their performance in SENIOR HIGH SCHOOL Geometry.

Theoretical and Conceptual Framework

This review was anchored on the idea of Osborne (2002) which mentioned that making a valid projection involving an final result for a particular individual can be achieved by causing prediction models through multiple regressions.

Reyes and Stanic (1996) theorized a design effected mathematics achievement factors. They presumed that the contemporary society influence, mathematics curriculum in university, the experience in school, the frame of mind of students, and the behavior related to educational achievement, make a difference mathematics achievement plus they uncovered that the comparability between students, will have an impact on their expectation which succeeds in success, thus has an increased performance in mathematics achievements.

Ercikan (2002) predicted that various indie variables that include both college student personal and environmental variables (students' attitudes toward mathematics, parents' highest level of education obtained, self-expectations and the objectives of parents, educators, and friends, students' confidence in mathematics, home support for learning) make a difference to the centered factors (students' mathematics achievement and contribution in advanced mathematics courses).

Okebukola (1992) discovered factors like home environment (e. g. Socio-economic track record), college environment (e. g. course size, college resources) and quality and quantity of instruction as responsible for students' poor performance in mathematics. Most of these factors are exterior to the college student.

The schematic diagram of the study is shown in Physique 1. The impartial variables include the following student variables: study patterns, which refer to the adopted way and manner students packages his private writings, after having a classroom learning; identified instructor support, which refers just how students realize the direction and support of the professors; frame of mind toward mathematics, which identifies the sensation of the students on the subject Geometry; parent involvement, which refers to the way the parents of the students guide and support them; and regular monthly family income, which refers to revenue and takings of the students' entire family. The reliant variable is the students' performance in SENIOR HIGH SCHOOL Geometry which include the next components: polygons and space figures, which identifies the geometry of shapes and sizes; way of measuring of polygons and space results, which identifies the sizes of

shapes and sizes; relations involving line segments and angles, which identifies the measurement formulated with either sides or perspectives. The expected outputs are the regression models that will aid as predictors of future students' performance in SENIOR HIGH SCHOOL Geometry.

Significance of the Study

The results of the inspection can be useful in predicting the performance of students in High School Geometry.

Specifically, the studies will be beneficial to the following

School Heads. Conclusions of this study provides valuable information to college heads to allow them to reexamine and develop tactical plans that would enable them to improve the performance of students in SENIOR HIGH SCHOOL Geometry. Moreover, they could be able to identify the strengths and weaknesses in the part of the administration, faculty participants and students for future advancements.

Master Educators. The end result of the study provides the master professors an chance to strengthen those disadvantages of their professors. Knowing the best predictors on the performance of students in SENIOR HIGH SCHOOL Geometry, they could be in a position to formulate programs that will address the needs of the students.

Subject Professors. Potential predictors of students' performance in High School geometry can be useful to the associates of the coaching force especially on how are they heading to boost and strengthen the potentials of these students as it pertains to numerical problems. Results of the study will also disclose the strengths and weaknesses of the instructors' coaching methods and techniques with a view to fitting these to the needs of the students. Finally, this analysis can offer the faculty insights on the proper desire of students to improve their academics performance in Geometry.

Students. The results of this research will provide students valuable insights that will inspire them to obtain the knowledge skills, mathematical skills and software of Geometry in a reality-based situation. Furthermore, the students will come to realize they can be successful in achieving high level in Geometry if they could have the ability to identify the important variables that would forecast their performance in Geometry.

Definition of Terms

The following conditions relevant in this analysis, were identified operationally to help in better understanding

Regression Models. Regression models are being used to anticipate one variable in one or more other parameters. These supply the researcher with a powerful tool, allowing predictions about past, present, or future occurrences to be made with information about history or present incidents. In this study, the regression models to be developed are on students' performance in SENIOR HIGH SCHOOL Geometry.

Student Parameters. As found in this analysis, these refer to the variables that could anticipate students' performance in SENIOR HIGH SCHOOL Geometry and these are regular monthly family income, analysis habits, perceived educator support, frame of mind towards Mathematics, parent involvement and regular family income.

Performance of Students. In the analysis, it refers to the accomplishment of students in SENIOR HIGH SCHOOL Geometry specifically in polygons and space figures, measurements of polygons and space information and relations regarding line sections and sides.

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