Question

If the sum of two consecutive multiples of 16 is 336. Find the numbers.

Answer 1

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$Given \: that \: The \: sum \: of \: two \: consecutive \: multiple \: of \: 16 \: is \: 336 \\ \\ Let \: the \: first \: consecutive \: multiple = 16x \\ Let \: the \: second \: consecutive \: multiple \: = 16(x + 1) = 16x + 16 \\ \\ Now, \: Acc.to \: statement : \\ \\ = > 16x + 16x + 16 = 336 \\ \\ = > 32x + 16 = 336 \\ \\ = > 32x = 320 \\ \\ = > x = 10...$

So ,The first consecutive multiple of 16 is 10
and Second consecutive multiple of 16 is 176..✔
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