Akeen makes two regular shoe boxes, box 1 and shoe box 2 1s side length are 5 centimeters and 7 centimeters shoe box 2s side length were twice those of shoebox 1s: 10 centimeter, 12 centimeters, and the centimeters. Akin says the surface area of shoebox 2 is twice the surface area of shoe box 1. Is he correct? If he is not, how many times as great as shoebox s surface area is shoe box 2s surface area?

Question

Mathematics

Lauren Lester

30 August, 14:01

Akeen makes two regular shoe boxes, box 1 and shoe box 2 1s side length are 5 centimeters and 7 centimeters shoe box 2s side length were twice those of shoebox 1s: 10 centimeter, 12 centimeters, and the centimeters. Akin says the surface area of shoebox 2 is twice the surface area of shoe box 1. Is he correct? If he is not, how many times as great as shoebox s surface area is shoe box 2s surface area?

+2

Answers (1)

Know the Answer?

Jordon Pollard · Answer 1

No

4 times

Step-by-step explanation:

When the sides are in the same ratio, the objects are said to be similar

Ratio of areas = (Ratio of sides) ²

Ratio of areas = 2²

Ratio of areas = 4