MCQ Class 9 Maths Ganita Manjar Chapter 4 Exploring Algebraic Identities Advertisement 1. What is the result of (1 + 9) – (2 × 4)? 1 2 3 4Question 1 of 202. What is the result of (25 + 49) – (2 × 36)? 1 2 3 4Question 2 of 203. The pattern using three consecutive square numbers always gives: 1 2 3 4Question 3 of 204. The identity (a + b)² equals: a² + b² a² + ab + b² a² + 2ab + b² a² – 2ab + b²Question 4 of 205. The area of a square of side (a + b) is: a² + b² (a + b)² ab 2abQuestion 5 of 206. In the identity (a + b)², the middle term is: ab 2ab a² b²Question 6 of 207. If a = –2 and b = –3, (a + b)² equals: 25 5 10 15Question 7 of 208. What is a² + 2ab + b² when a = –2, b = –3? 25 12 9 4Question 8 of 209. An identity is true for: One value Some values All values No valuesQuestion 9 of 2010. x² – 1 = 24 is: Identity Polynomial Equation ExpressionQuestion 10 of 2011. (a + b)² is greater than a² + b² when: ab > 0 ab = 0 ab < 0 Always equalQuestion 11 of 2012. Expand (5x + 2y)²: 25x² + 4y² 25x² + 20xy + 4y² 10xy 5x² + 2y²Question 12 of 2013. Value of 43² using identity: 1849 1800 1900 1700Question 13 of 2014. Factor of x² + 4x + 4 is: (x + 4) (x + 2)² (x – 2)² (x – 4)Question 14 of 2015. Factor of 36x² + 12x + 1 is: (6x + 1)² (6x – 1)² (3x + 1)² (x + 1)²Question 15 of 2016. Common factor in 50p² + 60pq + 18q² is: 3 2 6 9Question 16 of 2017. (a – b)² equals: a² + 2ab + b² a² – 2ab + b² a² – b² abQuestion 17 of 2018. Value of 29² using identity: 841 900 800 729Question 18 of 2019. Sum of smallest and largest consecutive squares minus twice middle equals: 1 2 3 4Question 19 of 2020. (a + b + c)² equals: a² + b² + c² a² + b² + c² + 2ab + 2bc + 2ca a² + 2ab a² + b²Question 20 of 20 Loading...
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