Please solve this one it's a challenging question
Three sets of English ,hindi and sociology books dealing with cleanliness have to be stacked in such a way that all the books are stored topicewise and the height of each stack is the same .The no. of English books is 96 hindi books is 240 and sociology books is 336
1) assuming that the books are of the same thickness, determine the no. of stacks of all book
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i think its answer is 14
as when i explored it further i got hcf is 48 when we divide it wod given numerals we got 2 5 7
which sums up and give 14
as when i explored it further i got hcf is 48 when we divide it wod given numerals we got 2 5 7
which sums up and give 14
faizaankhanpatp3bt9p:
its 14
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answer = 14
explanation => take HCF of all in varity and then u will get the common HCF as 48
=> then divide each no. of book with the HCF
=> u get 96/48 = 2 , 240/48 = 5 , 336/48 = 7
=> so the total stacks are = 2+5+7 ( 48 books in each stack)
=> now the final answer u get 14 stacks
explanation => take HCF of all in varity and then u will get the common HCF as 48
=> then divide each no. of book with the HCF
=> u get 96/48 = 2 , 240/48 = 5 , 336/48 = 7
=> so the total stacks are = 2+5+7 ( 48 books in each stack)
=> now the final answer u get 14 stacks
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