The given statement that any ratio can be written as a complex ratio is;
Option A; True.
- A complex ratio is simple defined as a ratio to a ratio.
For example if the numerator is a ratio/fraction and the denominator is also a ratio or fraction. Such as; (3/4)/(5/8), (2/3)/(4/5) e.t.c.
- Now, let us say we have a simple ratio like 7/8. Now we can also express this as a complex ratio because;
7 is same as 14/2
Also, 8 is the same as 24/3.
Thus, we can write that; 7/8 = (14/2)/(24/3)
- From the example of converting a simple ratio to a complex one, we can see that any ratio can be converted to a complex ratio.
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