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Using formula C= 5 9 (F-32), if the Celsius (C) temperature increase 35, by how many degrees would the Fahrenheit (F) temperature be increase?

Using formula C= 5 9 (F-32), if the Celsius (C) temperature increase 35, by how many-example-1

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Answer:

63 degrees

Step-by-step explanation:

Given the formula;


C=(5)/(9)(F-32)

We can see in the above equation that when F = 32, C = 0 as seen below;


\begin{gathered} C=(5)/(9)(32-32) \\ =(5)/(9)(0) \\ =0 \end{gathered}

So if C is increased by 35 that will make C = 0 + 35 = 35 degrees, we can go ahead and solve for F when C = 35;


\begin{gathered} 35=(5)/(9)(F-32) \\ 315=5F-160 \\ F=(315+160)/(5) \\ F=95 \end{gathered}

We can see that if the Celsius (C) temperature is increased 35, Fahrenheit (F) temperature would be increased by 63 degrees (95 - 32 = 63)

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