Distributed amongst the certain number of children
On Independance Day 3200 Sweets were to be equally distributed amongst the certain number of children. But on that specific day 80 children remained absent. Hence each child got 2 Sweets extra. How many childrens were originally supposed to be there
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Consider the group (Q, +)/(Z, +), the group of rationals (under addition) modulo the subgroup of integers. So an element of this group is a coset a + Z where a is a rational number.
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On Independance Day 3200 Sweets were to be equally distributed amongst the certain number of children. But on that specific day 80 children remained absent.
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