MCQ Class 9 Maths Ganita Manjar Chapter 4 Exploring Algebraic Identities Advertisement 1. Length of rectangle from x² + 8x + 15 can be: x + 3 x + 5 Both NoneQuestion 1 of 202. If area is 96 and length is x, breadth is: x – 4 x + 4 x – 2 x + 2Question 2 of 203. Equation formed is: x² – 4x – 96 = 0 x² + 4x = 96 x² – 4x = 0 x² = 96Question 3 of 204. Solution of x² – 4x – 96 = 0 includes: 12 –8 Both NoneQuestion 4 of 205. Valid length is: –8 12 0 4Question 5 of 206. Breadth becomes: 8 4 6 10Question 6 of 207. Identity (x + a)(x + b) equals: x² + (a + b)x + ab x² + ab x² + x x² – abQuestion 7 of 208. Identity (ax + b)(cx + d) equals: acx² + (ad + bc)x + bd acx² abcd ax + bQuestion 8 of 209. Algebra tiles help in: Drawing Factorisation Coloring MeasurementQuestion 9 of 2010. Identity x² – y² equals: (x + y)(x – y) (x – y)² (x + y)² xyQuestion 10 of 2011. In (a + b)³, number of terms is: 2 3 4 5Question 11 of 2012. In cube identity, cuboids formed are: 2 4 6 8Question 12 of 2013. Volume of cube with side (a + b) is: (a + b)² (a + b)³ ab a²Question 13 of 2014. Expression (2n – 5m)³ expands to form: Positive terms only Alternating signs All negative ZeroQuestion 14 of 2015. Common factor of x³ – y³ is: x + y x – y xy x²Question 15 of 2016. x⁴ – y⁴ can be written as: (x² – y²)(x² + y²) (x + y)² (x – y)² xyQuestion 16 of 2017. x² + y² + z² + 2xy + 2yz + 2zx equals: (x + y + z)² (x + y)² (x – y)² xyzQuestion 17 of 2018. Expression x² + 7x + 12 represents: Prime Factorable quadratic Linear ConstantQuestion 18 of 2019. Factorisation helps in: Simplifying expressions Complicating expressions Ignoring values Drawing graphs onlyQuestion 19 of 2020. Identities are useful for: Simplification and calculation Only solving equations Only graphs NoneQuestion 20 of 20 Loading...
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