MCQ Class 8 Maths Ganita Prakash – II Chapter 2 The Baudhayana-Pythagoras Theorem Advertisement 1. (3, 4, 5) is a: Random triple Baudhāyana triple Even triple Odd tripleQuestion 1 of 202. (5, 12, 13) is: Not valid Primitive triple Fraction SquareQuestion 2 of 203. (6, 8, 10) is: Primitive Scaled triple Invalid OddQuestion 3 of 204. A primitive triple has: Common factor >1 No common factor >1 Equal numbers ZeroQuestion 4 of 205. If (a,b,c) is triple, (ka,kb,kc) is: Not valid Same Also a triple FractionQuestion 5 of 206. Number of Baudhāyana triples is: Finite Infinite One TwoQuestion 6 of 207. nth odd number is: n+1 2n 2n−1 n²Question 7 of 208. Sum of first n odd numbers is: n n² 2n n³Question 8 of 209. Fermat studied: Squares only Cubes and higher powers Angles LinesQuestion 9 of 2010. Fermat’s Last Theorem says: Infinite solutions exist No solution for n>2 Only one solution Only fractionsQuestion 10 of 2011. Fermat’s theorem was proved by: Euclid Baudhāyana Andrew Wiles NewtonQuestion 11 of 2012. The lotus problem involves: Circle Square Right triangle RectangleQuestion 12 of 2013. Depth of lake in example is: 2 3 4 5Question 13 of 2014. If sides are 3 and 4, hypotenuse is: 6 5 7 4Question 14 of 2015. Hypotenuse is always: Smallest Equal Largest ZeroQuestion 15 of 2016. Combining two squares uses: Addition of areas Subtraction Multiplication DivisionQuestion 16 of 2017. Square on hypotenuse equals: Difference of squares Product Sum of squares HalfQuestion 17 of 2018. Baudhāyana lived around: 200 BCE 800 BCE 1500 CE 1900 CEQuestion 18 of 2019. Euclid proved irrationality of: √3 √2 √4 √1Question 19 of 2020. √2 decimal starts with: 1.2 1.3 1.414 2.1Question 20 of 20 Loading...
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