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The function 't' which maps temperature ...

The function 't' which maps temperature in Celsius (C) into temperature in Fahrenheit (F) is defined by t(C)=F where `F=(9)/(5)C+32`.
Find t(0)

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The function 't' which maps temperature in Celsius (C) into temperature in Fahrenheit (F) is defined by t(C)=F where F=(9)/(5)C+32 . Find t(-10)

The function 't' which maps temperature in Celsius (C) into temperature in Fahrenheit (F) is defined by t(C)=F where F=(9)/(5)C+32 . Find t(28)

Knowledge Check

  • 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

    A
    80
    B
    90
    C
    100
    D
    110

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    The function 't' which maps temperature in Celsius (C) into temperature in Fahrenheit (F) is defined by t(C)=F where F=(9)/(5)C+32 . Find the temperature when the Celsius value is equal to the Fahrenheit value.

    The function 't' which maps temperature in Celsius (C) into temperature in Fahrenheit (F) is defined by t(C)=F where F=(9)/(5)C+32 . Find the value of C where t(C)=212

    The function ‘t’ which maps temperature in Celsius (C) into temperature in Fahrenheit (F) is defined by t(C) = F where F = (9)/(5)C + 32 . Find, the temperature when the Celsius value is equal to the Farenheit value.

    The function ‘t’ which maps temperature in Celsius (C) into temperature in Fahrenheit (F) is defined by t(C) = F where F = (9)/(5)C + 32 . Find, the value of C when t(C) = 212

    The function ‘t’ which maps temperature in Celsius (C) into temperature in Fahrenheit (F) is defined by t(C) = F where F = (9)/(5)C + 32 . Find, t(28)

    The function ‘t’ which maps temperature in Celsius (C) into temperature in Fahrenheit (F) is defined by t(C) = F where F = (9)/(5)C + 32 . Find, t(-10)

    The function 't' which maps temperature in degree Celsius into temperature in degree Fahrenheit is defined by t(C)=(9C)/(5)+32 Find (i) t(0) (ii) t(28) (iii) t(-10) (iv) The value of C, when t(C)=212.

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