The numbers $26000$ and $13230$, written as the products of their prime factors, are \(26000={{2

Question

The numbers $26000$ and $13230$, written as the products of their prime factors, are $26000={{2}^{4}}\times {{5}^{3}}\times 13$ and $13230=2\times {{3}^{3}}\times 5\times {{7}^{2}}$. Hence, find the smallest positive integer that is divisible by both $26000$ and $13230$ exactly.

Accepted Answer

$34398000$

Lowest Common Multiple Introduction

Lowest Common Multiple Introduction

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