There are two rectangles that are similar. One rectangle has an area of 24 and the other has an area of 15 how do you find the ratio of the area of the first rectangle to the area of the second rectangle?

just write their areas as a ratio

24:15 or 8:5

To find the ratio of the area of the first rectangle to the area of the second rectangle, you need to divide the area of the first rectangle by the area of the second rectangle.

Let's denote the area of the first rectangle as A1 and the area of the second rectangle as A2.

You are given that A1 = 24 and A2 = 15. Now, you can calculate the ratio by dividing A1 by A2:

Ratio = A1 / A2 = 24 / 15

Simplifying this fraction, you can divide both the numerator and the denominator by their greatest common divisor (which is 3 in this case):

Ratio = 8 / 5

Therefore, the ratio of the area of the first rectangle to the area of the second rectangle is 8:5.