Overview & Revision Guide

Check your Class 12 Differential Equations preparation with timed questions on order, degree, formation and solution methods. Use the interactive question navigation, submit to view your result and review worked explanations, then revisit the chapter notes to practise the methods you found difficult.

Test Structure & CBSE Scoring Advice: This online assessment simulates authentic CBSE examination standards. Read every question carefully, formulate algebraic equations methodically on scratch paper, and check intermediate signs. For subjective questions, write down the applicable theorem or identity before executing substitutions.

Time Management Strategy: Allocate approximately 1.5 to 2 minutes per 1-mark question, 4 to 5 minutes for 2-mark problems, and 8 to 10 minutes for multi-step 4-mark and 5-mark proofs. Review all answers and verify calculations before pressing final submit.

Need Quick Review? Consult our Class 12 Chapter Notes, practice with NCERT Textbook Solutions, and verify recurring patterns in Board Exam PYQs.

CBSE Stepwise Marking Norms: Remember that full credit requires explicit step justification. State the theorem name (such as BPT, Fundamental Theorem of Calculus, or Bayes' Formula), define all substituted variables clearly, and double-check algebraic arithmetic before final submission to maximize your score. After completing the test, inspect the detailed question solutions to analyze common pitfalls, review question-wise timing, and reinforce weaker syllabus topics using our chapter notes and NCERT solutions. Maintain a dedicated error log for incorrect attempts to systematically track conceptual formula gaps and recurring calculation slips.

Test: Differential Equations | Class 12 Maths

For each question, identify the order and degree where relevant, then choose a solution method that matches the equation. Attempt the work before reading the explanations; use any errors to decide whether to review equation formation, separation of variables or the linear differential equation method.

Section A
Question 1 (1 Mark)
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