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A company is experimenting with two new boxes for packaging merchandise. Each box is a cube with the side lengths shown. (smaller box is 12 in, larger box is 18 in.)

What is the ratio of the side lengths of the smaller box to the side lengths of the larger box in lowest terms?

(question is the one with 2 un answered boxes)

A company is experimenting with two new boxes for packaging merchandise Each box is a cube with the side lengths shown smaller box is 12 in larger box is 18 in class=

Respuesta :

xops

Answer:

2 : 3

Step-by-step explanation:

12 : 18 is the ratio, but we have to simplify. The GCF (greatest common factor) is 6, so let's divide them both by 6. Right now, we get

2 : 3

The  ratio of the side lengths of the smaller box to the side lengths of the larger box in lowest terms is 2:3

Calculation of the ratio:

Since Each box is a cube with the side lengths shown. (smaller box is 12 in, larger box is 18 in.)

So here we can say that

12:18

4:6

2:3

hence, the ratio is 2:3

Learn more about ratio here: https://brainly.com/question/18997925

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