Academic Achievement in Algebra of the Public High School Students in the New Normal

Abstract

This study describes the academic achievement level in Algebra of the public secondary school students in the new normal as a whole and when grouped according to sex and parent's highest educational attainment. Utilizing descriptive-comparative and correlational designs, the academic achievement level, significant differences and relationships among the variables, and the perceived learning difficulties in Quadratic Functions were determined using mean, Mann-Whitney, Kruskal Wallis, Chi-square test of association, Spearman rank correlation, and frequency and percentage distribution. Results showed that the academic achievement level was low; no significant difference and relationship between sex and academic achievement level; there was a significant difference and relationship between parent's highest educational attainment and achievement level, and students' top difficulty is transforming quadratic functions into the form f(x)=[a(x-h)^2]+k. Therefore, Algebra teachers, school heads, and parents should take necessary interventions to address the problem.