Question

Find the two consecutive integers such that if we double the first and triple the second, their sum is 83.

Answer 1

Step-by-step explanation:

HEY MATE ........

$let \: the \: integer \: be  I and (I_+1)</strong></p><p><strong>[tex]let \: the \: integer \: be  I and (I_+1) if \: you \: double \: the \: first \: and \: triple \: the \: second, \: the sum \: will \: be \: 83 \\ \\ 2i + 3i + 3 = 83 \\ \\ 5i = 83 - 3 \\ \\ 5i = 80 \\ \\ i = \frac{80}{5} \\ \\ i = 16 \\ \\ the \: integers \: are \: 16 \: and \: 17</strong></p><p><strong>[tex]let \: the \: integer \: be  I and (I_+1) if \: you \: double \: the \: first \: and \: triple \: the \: second, \: the sum \: will \: be \: 83 \\ \\ 2i + 3i + 3 = 83 \\ \\ 5i = 83 - 3 \\ \\ 5i = 80 \\ \\ i = \frac{80}{5} \\ \\ i = 16 \\ \\ the \: integers \: are \: 16 \: and \: 17$

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