find the largest number that will divide 398,436and542 leaving remainders 7,11and15
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Answered by
2
Let that number be X. Let n1 , n2 , n3 be some +ve numbers
398 = X * n1 + 7 => 391 = X * n1 => X * n1 = 17 * 23
436 = X * n2 + 11 => 425 = X * n2 => X * n1 = 17 * 25
542 = X * n3 + 15 527 = X * n3 X * n3 = 17 * 31
X = 17
398 = X * n1 + 7 => 391 = X * n1 => X * n1 = 17 * 23
436 = X * n2 + 11 => 425 = X * n2 => X * n1 = 17 * 25
542 = X * n3 + 15 527 = X * n3 X * n3 = 17 * 31
X = 17
Answered by
1
we can write this
398-7=391
436-11=425
542-15=527
these all no. are divided by 17 with remainhng reminder 7 11 15
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