Question

the difference between two number is 26 and one number is three times the other find them

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Answer 1

Answer:

Let one of d no. be x

=>2nd no. =3x

Given: 3x-x=26

4x=26

X=6.5

Therefore d no.s are 6.5 and 19.5

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Answer 2

$\textbf{\underline{\underline{According\:to\:the\:Question}}}$

★Assume the numbers be p and n

★Situation :-

p - n = 26 ..... (1)

${\boxed{\sf\:{Also\;we\;have}}}$

p = 3n ...... (2)

From equation (2) we have

${\boxed{\sf\:{n=\dfrac{p}{3}}}}$

★Now substitute the value of n in equation (1) we get :-

${\boxed{\sf\:{p-\dfrac{p}{3}=26}}}$

3p - p = 78

2p = 78

${\boxed{\sf\:{p=\dfrac{78}{2}}}}$

p = 39

★Now substitute the value of p in equation (2) we get :-

p = 3n

39 = 3n

${\boxed{\sf\:{\dfrac{39}{3}=n}}}$

13 = n

★Therefore we get :-

${\boxed{\sf\:{Numbers\;are\;13\;and\;39}}}$