Question

the ages of kanika and her grandfather is in the ratio of 3:8 if the difference of their ages is 50 find their ages​

Answer 1

Answer:

$\huge \mathfrak{ \color{magenta}{❥ Question}}$

The ages of kanika and her grandfather are in the ratio of 3:8. If the difference of their ages is 50, find their ages.

$\huge \mathfrak{ \color{blue}{➠ Answer}}$

To Find:

The ages of Kanika and grandfather, if their ages are in the ratio 3:8 and the difference between their ages is 50 years.

Given:

Ratio of ages = 3 : 8

Difference between ages = 50 years

Solⁿ:

Let, the age of Kanika be 3x.

And the age of grandfather be 8x.

The difference between their ages

$= > 8x - 3x = 50$

$= > 5x = 50$

$= > x = 10 \: years$

Now,

$= > 3x = 30 \: years$

$= > 8x = 80 \: years$

Hence, the age of

$Kanika{ \: \pink{➠}} \: 30 \: years$

$Grandfather { \: \pink{➠}} \: 80 \: years$

Hope it helps...

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