Question

rakhi is 26 year younger then her mother. in 9 years. her mother will be twice as old as rakhi. how did is each now

Answer 1

Your Answer :-

The Question is From Linear Equations in One Variable .

Let the present age of Rakhi be x .

then ,

Age of Her Mother = x + 26 .

After nine years ,

Age of Rakhi = x + 9 .

Age of Rakhi's Mother = x + 26 + 9 = x + 35.

$\boxed{A.T.Q.}$

$\boxed{x+35 = 2(x+9)}$

$\boxed { x + 35 = 2x + 18}$

$\boxed { x -2x = 18 - 35 }$

$\boxed { -x = -17}$

$\boxed { x = 17 years .}$

Present Age of RaKhi = 17 years .

Present Age of RaKhi's Mother = 17 +26

=43 years .

^_^ ^_^

#Be Brainly

Answer 2

Here is your answer dear⬇️⬇️

Let the age of Rakhi be x and her mother be y

Given => x + 26 = y (i)

In 9 years her mother will be twice as old as Ritika.

(y + 9) × 2 = x + 9

y = x + 9 (ii)

Solving (i) and (ii) we get,

$\boxed {x \: = \: 17}$

Substitute y in (i) we get,

y = 26 + 17

$\boxed{y \: = \: 43}$