Question

The function of t which maps the temperature in Celsius c into temperature in Fahrenheit f is defined by t(c)=f where F= 9/5 plus 32find t(0)

Answer 1

Given :  The function of t which maps the temperature in Celsius c into temperature in Fahrenheit f is defined by t(c)=f where F= (9/5)C plus 32

To find :  t(0)

Solution:

F = (9/5)C  +  32

F = t(C)

C is the temperature in Celsius

F = Temperature in Fahrenheit

=> t(C) =  (9/5)C  +  32  

t(0)  => C = 0

F =  t(0 =  (9/5)(0)  +  32

=> F =  t(0 =  0  + 32

=> F  =  t(0) = 32 °F

 t(0) = 32 °F  

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Answer 2

Answer:

32F

Step-by-step explanation:

Let us write the equation for converting temperature from Celsius to Fahrenheit.

T (C) = (9/5 x C) + 32

Here C is the temperature in Celsius and T(C) function will give temperature in Fahrenheit

Now we need to find the temperature in Fahrenheit when temperature in Celsius is 0

T (0) = (9/5 x 0) + 32

T (0) = 32 F