Question

the temperature of an object is 40 degree Celsius determine its value in fahrenheit scale​

Answer 1

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The temperature of an object is 40 degree Celsius determine its value in fahrenheit scale!

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$\sf\pink{Formulla:-}$

$c = \frac{5}{9} (f - 32)$

$\longrightarrow$Substituting C= 40

We have,

$40 = \frac{5}{9} (f - 32)$

$\frac{9}{5} \times 40 = f - 32$

72+32=F

104 C = F

Answer 2

Answer:

As per the data given in the above question.

we have to find the given value in Fahrenheit scale .

Given,

C°= 40°

• The Celsius scale and the Fahrenheit scale coincides at -40°, which is the same for both.
• The Celsius scale and the Fahrenheit scale coincides at -40°, which is the same for both.The formula conversion between Fahrenheit and Celsius is:

$C°= \frac{5}{9} (F° - 32)$

we have to shift Celsius and Fahrenheit to solve the question.

Then the equation becomes ,

$F°= C°× \frac{9}{5} +32$

Now ,

put the value according to question, C°=40°

$F°= 40°× \frac{9}{5} +32$

we have to multiply 40 by 9 ,then we get

$F°= \frac{360}{5} +32$

In next step we have to divide 360 by 5 ,

$F°= 72+32$

Add the terms ,and we get the value ,

$F°= 104°$

Hence

Hence F°= 104° is the answer

Project code #SPJ2