Question 1187669
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Given the equation F=9/5C+32, where C is the temperature in degrees Celsius and F is the corresponding temperature in degrees Fahrenheit, 
and the following ordered pairs:(5,F1), (−25,F2)

Compute the missing y values so that each ordered pair will satisfy the given equation.
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<pre>
Consider first pair  (5,F1).


In this pair, 5 is the argument "C" of the given function, and F1 is the value of the given function, corresponding to argument C= 5.



In other words,  C= 5 is the given Celsius temperature, and they want you find the corresponding Fahrenheit temperature.



To do it, you simply substitute the value of C= 5 into the given formula and compute Fahrenheit temperature


    {{{(9/5)*5 + 32}}} = 9 + 32 = 41.


It is your <U>ANSWER</U> :  Fahrenheit temperature  F1  is  F1 = 41 F.
</pre>


Solved.


Do the next part &nbsp;IN &nbsp;THE &nbsp;SAME &nbsp;WAY.



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When you solve such problems, &nbsp;the major step/key is to read the problem attentively &nbsp;(may be, &nbsp;several times in a row)
to understand in full, what they want from you.


I got this understanding after reading and re-reading this problem &nbsp;3 &nbsp;or &nbsp;5 &nbsp;times . . .