If you were given the ratio of m:f = 5:3, how would you express this as a fraction?

To express the ratio of m to f, given as 5:3, as a fraction, you take the first part of the ratio (m) and place it over the second part (f). In this case, m corresponds to 5 and f corresponds to 3. Therefore, the fraction is formed by placing 5 in the numerator and 3 in the denominator, which results in m/f = 5/3.

This method of converting a ratio into a fraction is straightforward, as a ratio directly indicates how many parts of one quantity there are compared to another. The other choices represent incorrect interpretations or express the relationship differently. By understanding the fraction representation, it’s clear how it provides a precise quantitative relation between the two variables.