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The students of Anju’s class sold posters to raise money. Anju wanted to create a ratio for finding the amount of money her class would make for different numbers of posters sold. She knew they could raise Rs 250 for every 60 posters sold. (a) How much money would Anju’s class make for selling 102 posters? (b) Could Anju’s class raise exactly Rs 2,000? If so, how many posters would they need to sell? If not,
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Generalised form of a three-digit number xyz
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The usual form of 100a + b + 10c
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If `5 xx A = CA` then the values of A and C
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If 5 A + 25 is equal to B 2, then the value of A + B
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The number ab – ba where a and b are digits and a > b is divisible by
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When written in usual form 100a + 10c + 9 is equal to
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If AB xx B = 9B, then A = _________, B =
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If abc, cab, bca are three digit numbers formed by the digits a, b, and c then the sum of these numbers is always divisible by
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Let ab be a two-digit number, then ab + ba is divisible by
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If a number is divisible by 2 and 4, then it will be divisible by
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A three-digit number 42x is divisible by 9. Find the value of
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Find the value of A and B
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Suppose that the division x -: 5 leaves a remainder 4 and the division x -: 2 leaves a remainder 1. Find the ones digit of
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Generalised form of a four-digit number abdc
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Generalised form of a two-digit number xy
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The usual form of 1000a + 10b + c
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Let abc be a three-digit number. Then abc – cba is not divisible
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The sum of all the numbers formed by the digits x, y and z of the number xyz is divisible
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A four-digit number aabb is divisible by 55. Then possible value(s) of b
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