Question

The formula C = 5/9 (F - 32) is used to convert the temperature in degrees Fahrenheit (F) to the temperature in degrees Celsius (C).

Enter the temperature in degrees Celsius (C) equal to 113 degrees Fahrenheit (F).

Answer 1

C/5=F-32/9
C/5=113-32/9
C/5=81/9
C/5=9
C=9 x 5
C= 45 C

Answer 2

${\pmb{\underline{\sf{ Required \ Solution... }}}}$

As We know that to get a good estimate of the Celsius temperature when converting from Fahrenheit.

$\\ \circ \ {\pmb{\underline{\boxed{\sf\gray{ Celcius_{( \circ )} = \dfrac{5}{9} (F - 32) }}}}}$

We've to convert 113° of Fahrenheit into degrees of Celcius (C) as:-

$\colon\implies{\sf{ C_{( \circ )} = \dfrac{5}{9} (113 - 32) }} \\ \\ \\ \colon\implies{\sf{ C_{( \circ )} = \dfrac{5}{9} (81) }} \\ \\ \\ \colon\implies{\sf{ C_{( \circ )} = \dfrac{5}{ \cancel{9} } \times \cancel{81} }} \\ \\ \\ \colon\implies{\sf{ C_{( \circ )} = 5 \times 9}} \\ \\ \\ \colon\implies{\underline{\boxed{\sf\red{ C_{( \circ )} = 45 ^{ \circ } }}}}$

Hence,

$\\ {\pmb{\underline{\sf{ The \ Temperature \ of \ Fahrenheit \ into \ Celcius \ is \ 45 ^{ \circ } . }}}}$

$\\ {\pmb{\underline{\sf{ More \ to \ Know... }}}}$

${\pmb{\underline{\sf{An \ Explained \ Example... }}}}$

In other words, if we would like to convert a Fahrenheit temperature to an approximate Celsius temperature.

• Start with the temperature in Fahrenheit (e.g., 100 degrees).

• Subtract 30 from this figure (e.g., 100 - 30 = 70).

• Divide your answer by 2 (e.g., 70 / 2 = 35).