A) 15: 11
B) 17: 5
C) 17: 11
D) 23: 9
E) 15: 7
Correct Answer: E
Solution :
[e] Let the number of males and females in village X be \[11x\] and \[7x,\]respectively. Then in village Y, number of males \[=120%\]of \[11x=\frac{6}{5}\times 11x=\frac{66}{5}x\] Number of females = 88% of \[7x=\frac{22}{25}\times 7x=\frac{154}{25}x\] \[\therefore \] Required ratio \[=\frac{66}{5}x:\frac{154}{25}x=15:7\]You need to login to perform this action.
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