Question

3

If a is 63% of x and c is of x, which of the following is
8
the closest equivalent of the ratio of a to c?
3

Answer 1

The closet equivalent of the ratio of 'a' to 'c' is:

`(a)/(c)=1.680\:`

Explanation:

Given

• a is 63% of x

i.e.

a=0.63x

• c is 3/8 of x.

i.e.

c=3/8x

Hence,

`(a)/(c)=(0.63x)/((3)/(8)x)`

`(a)/(c)=1.680\:`

Thus, the closet equivalent of the ratio of 'a' to 'c' is:

`(a)/(c)=1.680\:`