Question

if the sum of two positive integers is 44 and one number is three times the other number then find the numbers

Answer 1

H€YA!!
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Let One Integer be X

Let other Integer be Y

ACCORDING TO THE GIVEN QUESTION:-
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X + Y = 44 ---(1)

X = 3 Y --------(2)

Now Substitute the Value of X from (2) in (1)

3Y + Y = 44

4Y = 44

Y = 11

Hence the Integers are 11 and 33 .

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Answer 2

$\text {Your answer :- }$

$sum \: of \: 2 \: positive \: integers = 44 \\ \\ let \: one \: number = x \\ other \: number = 3x \\ \\ your \: equation \: becomes.... \\ \\ = > x + 3x = 44 \\ \\ = > 4x = 44 \\ \\ = > x = \frac{44}{4} \\ \\ = > x = 11 \\ \\ one \: number = x = 11 \\ other \: number = 11 \times 3 = 33$


$\textbf {Hence, 11 and 33 is your answer!}$

$\text {Thanks!!}$