given the proportion a/b=8/15, what ratio completes the equivilant proportion a/8=?
To find the ratio that completes the equivalent proportion a/8, we can use the given proportion a/b = 8/15.
We are given that a/b = 8/15.
To find a/8, we need to determine the missing ratio that can be multiplied by 8 to get a.
Let's set up the proportion:
a/b = 8/15
To find a/8, we need to find the ratio that, when multiplied by 8, will give us a as the numerator. Therefore, the numerator of the ratio should be 8, and the denominator should be the same as b:
a/8 = 8/b
Therefore, the ratio that completes the equivalent proportion a/8 is 8/b.
wrong
Apologies for the mistake.
To find the ratio that completes the equivalent proportion a/8, we can use the given proportion a/b = 8/15.
We are given that a/b = 8/15.
To find a/8, we need to determine the missing ratio that, when multiplied by 8, will give us a as the numerator. Therefore, the numerator of the ratio should be 8 multiplied by a/b, and the denominator should be 8:
a/8 = (8 * (a/b))/8
Simplifying:
a/8 = a/b
Therefore, the ratio that completes the equivalent proportion a/8 is a/b.