Question

If girilal's salary is 11/7 times of hariram's and shekhar's is 3/4 times of hariram's, what is the ratio of girilal's salary to shekhar's salary

Answer 1

Let hiraram(h) salary be x.
Then giralal(g) is 11x/7
And shekhar(s) is 3x/4.
Refer pic.

Answer 2

The ratio of Girilal's salary to Shekhar's salary is 44 : 21.

Step-by-step explanation:

Step 1.

Let, Hariram's salary be x

Step 2.

Girilal's salary is $\dfrac{11}{7}$ times of Hariram's.

Then, Girilal's salary

= $\dfrac{11}{7}$ * x

= $\dfrac{11x}{7}$

Step 3.

Shekhar's salary is $\dfrac{3}{4}$ times of Hariram's.

Then, Shekhar's salary

= $\dfrac{3}{4}$ * x

= $\dfrac{3x}{4}$

Step 4.

Now, the ratio of Girilal's salary to Shekhar's salary

= Girilal's salary : Shekhar's salary

= $\dfrac{11x}{7}$ : $\dfrac{3x}{4}$

= $\dfrac{\frac{11x}{7}}{\frac{3x}{4}}$

= $\dfrac{11x}{7}$ * $\dfrac{4}{3x}$

= $\dfrac{44}{21}$

= 44 : 21

#SPJ3