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Description
Define the n-based integer rounding of an integer k to be the nearest multiple of n to k. If two multiples of n are equidistant use the greater one. For example the 4-based rounding of 5 is 4 because 5 is closer to 4 than it is to 8, the 5-based rounding of 5 is 5 because 5 is closer to 5 that it is to 10, the 4-based rounding of 6 is 8 because 6 is equidistant from 4 and 8, so the greater one is used, the 13-based rounding of 9 is 13, because 9 is closer to 13 than it is to 0, Write a function named doIntegerBasedRounding that takes an integer array and rounds all its positive elements using n-based integer rounding. A negative element of the array is not modified and if n <=0, no elements of the array are modified. Finally you may assume that the array has at least two elements.
Hint: In integer arithmetic, (6/4) * 4 = 4
Function signature is void doIntegerBasedRounding(int[ ] a, int n) where n is used to do the rounding