This is a Mathematics Question below. Please just simply answer the question without any comments like "I don't know the answer", or something. NOTICE TO PEOPLE OUTSIDE INDIA: Hindi is a language subject of India, for your convenience.
Three sets of English, Hindi and Mathematics books have to be stacked in such a way that all the books are stored topic wise and the height of each stack is the same. The number of English books is 96, the number of Hindi books is 240 and the number of Maths books is 336. Assuming that the books are of same thickness, determine the number of sack of English, Hindi and Mathematics books.
The Answer should come 2 for English, 5 for Hindi and 7 for Maths books.
Three sets of English, Hindi and Mathematics books have to be stacked in such a way that all the books are stored topic wise and the height of each stack is the same. The number of English books is 96, the number of Hindi books is 240 and the number of Maths books is 336. Assuming that the books are of same thickness, determine the number of sack of English, Hindi and Mathematics books.
The Answer should come 2 for English, 5 for Hindi and 7 for Maths books.
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HCF of 336, 240, 96 = 48
now dividin 96/48 = 2 (stacks)
240/48 = 5 (stacks)
336/48 = 7 (stacks)
now dividin 96/48 = 2 (stacks)
240/48 = 5 (stacks)
336/48 = 7 (stacks)
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Something
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For the the convenience we should use that each sack may contain a max of 48 books...the only reason being that 49 is the HCF...u get the answer?..i hope it helps....