If 6 (A’s Capital) = 8(B’s capital) = 10(C’s Capital), then the ratio of their capital is?
If 6 (A’s Capital) = 8(B’s capital) = 10(C’s Capital), then the ratio of their capital is?
Explanation
6(A's Capital) = 8(B's Capital) = 10(C's Capital)
We can write this as:
A's Capital = x
B's Capital = x × (6/8) = 0.75x
C's Capital = x × (6/10) = 0.6x
Now, we can write the ratio of their capitals as:
A's Capital : B's Capital : C's Capital = x : 0.75x : 0.6x
Divide each term by x:
A's Capital : B's Capital : C's Capital = 1 : 0.75 : 0.6
Multiply each term by 20 (the least common multiple of 1, 0.75, and 0.6) to eliminate decimals:
A's Capital : B's Capital : C's Capital = 20 : 15 : 12
So, the ratio of their capitals is:
20 : 15 : 12