Question

WHAT IS WHAT IS THE LCM OF 56 84 35 28 100 29​

Answer 1

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$\huge{\mathbb\colorbox{blue}{Find L•C•M}}$

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(Q)- Find the L•C•M of 56, 84, 35, 28, 100, 29?

(A)- 609,000

Getting to L•C•M, L•C•M stands for Lowest Common Multiple.

$\begin{array}{r | l}</p><p>➪2 & 56 \: , \: 84 \: , \: 35 \:, \: 28 \: , \: 100 \:, \: 29 \\</p><p>➪ 2 & 28 \: , \: 42 \: , \: 35 \: , \: 14 \: ,\: 50 \: , \: 29 \\</p><p>➪ 7 & 14 \: , \: 21 \: ,\: 35 \: , \: 7 \: , \: 25 \: , \: 29 \\</p><p>➪ 5 & 2 \:, \: 3 \: , \: 5 \: , \: 1 \: ,\: 25 \: , \: 29\\</p><p>➪ 5 & 2 \:, \: 3 \: ,\: 1 \: , \: 5 \: , \: 29 \\</p><p>\end{array}$

$∴ L•C•M of 56, 84, 35, 28 ,100 \: and \: 29 \: is ☞︎︎︎☟︎︎ \\ </p><p>2×2×7×5×5×2×3×1×5×29, \\ </p><p>Which \: is \: equivalent \: to \: \red{609, 000}$

So, the correct answer will be☞︎︎︎☟︎︎︎

✍︎609, 000✔︎

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