F=(9)/(5)(c)+32

A function F(c) is defined as : F(c) =(9)/(5)*c+32. Evaluate each of the following: (i) F(0) (ii) F(28) (iii) f(-10) (iv) Value of c when F(c)=212

The function f which maps temperature in degree Celsius into temperature in degree Fahrenheit is defined by f (c )= (9c)/(5) + 32 . Find the image of 40 and preimage of 122.

If C=(5)/(9)(F-32) , then express F in terms of C.

The function 't' which maps temperature in 'C' to 'F' is defined by t © =F When F = (9)/( 5) © + 32 then the value of C then t( C) =230

Let (C)/(5)=(F-32)/(9) If C lies between 10 and 20 then :

On a winter day the temperature at a place in Himachal Pradesh was -16^(@)C . Convert it in degree Fahrenheit (""^(@)F) by using the formula. (C )/(5) =(F-32)/(9)

In an experiment ,a solution of hydrochloric acid is kept between 30^(@) and 35^(@) Celsius. What is the range of temperature in degree Fahrenheit. [The conversion of temperature in Fahrenheit (F) to temperature in degree Celsius (C) is given by C = (5)/(9)(F-32) .

The given table shows the freezing points in 0F of different gases at sea level. Convert each of these into 0C to the nearest integral value using the relation and complete the table,. C=(5)/(9) (F-32)

Asolution is to be kept between 68^@F and 77^@F What is the range in temperature in degree celcius ( C ) if the celcius faherenheit ( F ) conversion formula is given by F = 9/5C + 32