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The formula F=95C+32F = \frac{9}{5}C + 32 converts a temperature of CC degrees Celsius to FF degrees Fahrenheit. If a temperature increases by 1515 degrees Celsius, by how many degrees Fahrenheit does it increase?

A

8138\frac{1}{3}

B

2727

C

4747

D

5959

Show answer and explanation

Answer: B

The slope 95\frac{9}{5} means each 1-degree Celsius increase raises FF by 95\frac{9}{5} degrees. An increase of 15 degrees Celsius raises FF by 95(15)=27\frac{9}{5}(15) = 27 degrees.

Choice D is the Fahrenheit temperature equal to 15∘15^\circC, not the change caused by a 15-degree increase.

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