Respuesta :

BlueSky06
The ratio of the surface areas of the similar solids is equal to the square of the ratio of the corresponding sides. This is shown below.

                    ratio of surface areas = (4:1)^2
                    ratio of surface areas = 16:1

Thus, the answer to this item is equal to B. 
akposevictor

The ratio of the surface area of similar solids is: B. 16:1

What is the Ratio of the Surface Area of Similar Solids?

The ratio the the square of the linear measurement of two similar solids equals the ratio of their surface area.

Given the linear measurement ratio as, 4:1, the ratio of their surface area would be:

4²:1²

= 16:1

Learn more about the ratio of the surface area of similar solids on:

https://brainly.com/question/4149293

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