Latest m4maths Aptitude Question SOLUTION: The Sum of the internal angle of a n-sided convex polygon is An + B, where A and B are constants. What is the value of A/B?

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Previous Question: An artist has a canvas of length 10 inches and breadth 7 inches. He paints a green square of side 1 inch in one corner of the canvas. He then paint s the two adjacent square with blue colour. He then paints the two adjacent squares with blue colour. He continues to paint the entire canvas in such a way that no green square is adjacent to a blue square and vice vers (a) What is the ratio of number of blue squares to the number of green squares? (a) 10: 7 (b) 5 : 7 (c) 1: 1 (d) 7:10 Next Question: You have nine balls, three of which are slightly heavier, and three of which are slightly lighter than the normal three. All three balls in each group has the same weight. All nine balls are identical otherwise. Your mission is to determine the group of every ball using a pair of scales. How many weighings are needed in order to ensure the accomplishment of your mission?

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The Sum of the internal angle of a n-sided convex polygon is An + B, where A
and B are constants. What is the value of A/B?: Asked In m4maths Vignesh (12 years ago); Solved Aman Read Solution (5); Is this Puzzle helpful? (5) (1) Submit Your Solution

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Previous Question: An artist has a canvas of length 10 inches and breadth 7 inches. He paints a green square of side 1 inch in one corner of the canvas. He then paint s the two adjacent square with blue colour. He then paints the two adjacent squares with blue colour. He continues to paint the entire canvas in such a way that no green square is adjacent to a blue square and vice vers (a) What is the ratio of number of blue squares to the number of green squares? (a) 10: 7 (b) 5 : 7 (c) 1: 1 (d) 7:10 Next Question: You have nine balls, three of which are slightly heavier, and three of which are slightly lighter than the normal three. All three balls in each group has the same weight. All nine balls are identical otherwise. Your mission is to determine the group of every ball using a pair of scales. How many weighings are needed in order to ensure the accomplishment of your mission?

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