If Gadadhar's salary is 3/2 times of Haamid's and Sarvesh's is 4/3 times of Haamid's, what is the ratio of Gadadhar's salary to Sarvesh's?
- A9:8
- B1:2
- C2:1
- D8:9
Solution & Step-by-step Explanation
Let Haamid's salary be H.
According to the question:
Gadadhar's salary (G) =
2
3
H
Sarvesh's salary (S) =
3
4
H
We need to find the ratio of Gadadhar's salary to Sarvesh's salary (G:S):
S
G
=
3
4
H
2
3
H
=
3
4
2
3
S
G
=
2
3
×
4
3
=
8
9
Thus, the ratio is 9:8.
According to the question:
Gadadhar's salary (G) =
2
3
H
Sarvesh's salary (S) =
3
4
H
We need to find the ratio of Gadadhar's salary to Sarvesh's salary (G:S):
S
G
=
3
4
H
2
3
H
=
3
4
2
3
S
G
=
2
3
×
4
3
=
8
9
Thus, the ratio is 9:8.