GMAT Online Classes | GMAT Number Properties Practice Q#7 | Remainders & Factors | Properties
GMAT 650 Level Practice

The remainder of dividing a number N by 28 is 19. What is the remainder when the number is divided by 7?

The video discusses a standard approach to solve questions when a number is divided by two divisors that are not co-prime to each other. This is an example in which the second divisor is a factor of the first one.

Write the given number in the standard framework based on Euclid’s division algorithm. Any number N can be written as qd + r, where q is an integer, d is the divisor and r is the remainder. r takes values from 0 to (d – 1).

In this question, write N with d = 28. Then divide N written in the standard framework by 7 and compute the remainder.

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