tion and problem-solving Practical tasks, such as measuring objects or creating graphs Incorporate Different Formats CBAs should be diverse to cater to different learning styles: Written tests Oral assessments or interviews Hands-on activities D
with detailed solutions to illustrate the problem-solving approach. Question 1: Solving a Polynomial Equation Solve for x: \( x^3 - 6x^2 + 11x - 6 = 0 \). Solution: Step 1: Use Rational Root Theorem to test possible roots: factors of constant term (6) over factors of
individual learners. 2. Adjusting lesson plans to reinforce challenging topics. 3. Moreover, analysis of assessment trends can inform curriculum development and professional development priorities for educators. Balancing Assessment Integrity and Support A
