CBSE Class 10 Sample Paper for 2026 Boards - Maths Basic
CBSE Class 10 Sample Paper for 2026 Boards - Maths Basic
Last updated at July 27, 2026 by Teachoo
Transcript
Question 4 Which of the following is not a quadratic equation? (A) (š + 2)2 = 2(š + 3) (B) š2 + 3š = (ā1)(1 ā 3š2 ) (C) (š + 2)(š ā 1) = š2 ā šš ā 3 (D) š3 ā š2 + 2š + 1 = (š + 1)3To check if quadratic equation, we simplify the equations and represent it in the form ax2 + bx + c = 0 Where a ā 0 By guessing, we notice that Option (a) will have x2 term, so it will be a quadratic equation Option (b) will have x2 term on left side and +3x2 on right side, so it will be a quadratic equation Option (c) will have x2 term on left side and x2 on right side, which will cancel out. So, it may not be a quadratic equation Option (d) will have x3 term on left side and x3 on right side, which will cancel out. And, it will have āx2 term on left side and +3x2 on right side, so it will be a quadratic equation Thus, instead of checking each option, letās just check Option (c) first Checking Option (C) Simplifying (š„ + 2)(š„ ā 1) = š„2 ā 2š„ ā 3 x(š„ ā 1) + 2(š„ ā 1) = š„2 ā 2š„ ā 3 x2 ā x + 2x ā 2 = š„2 ā 2š„ ā 3 x2 + x ā 2 = š„2 ā 2š„ ā 3 x2 + x ā 2 ā (š„2 ā 2š„ ā 3) = 0 x2 + x ā 2 ā š„2 + 2š„ + 3 = 0 x2 ā š„2 + x + 2š„ ā 2+ 3 = 0 3x + 1 = 0 Since this is not of the form ax2 + bx + c = 0 Hence, it is not a quadratic equation So, correct answer is (c)