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The function t which maps temperature in...

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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Let C denote the temperature of a body in degree Celsius Let F denote its temperature in degree Fahrenheit. The realtion between C and F is given by (C)/(100)=(F-32)/(180) . If F=2.2C, then find the value of C.

Let C denotes the temperature of a body in degree Celsius. Let F denote its temperature in degree Fahrenheit. The relation between C and F is given by (C )/( 100) = (F-32)/( 180) . If F = 2.2 C, then find the value of C.

Knowledge Check

  • The function 't' which maps temperature in degree Celsius into temperature in degree Fahrenheit is defined by t(3) = (9c)/( 5) + 32 , find t (-10) .

    A
    `32`
    B
    `-58`
    C
    `14`
    D
    41

  • The resistances of a wire at temperatures t^(@)C and 0^(@)C are releated by

    A
    `R_(t) = R_(0) (1+alphat)`
    B
    `R_(t) = R_(0) (1-alphat)`
    C
    `R_(t) = R_(0)^(2)(1+alphat)`
    D
    `R_(t) = R_(0)^(2) (1-alphat)`

  • Critical temperature (T_(C )) will be maximum for the following gas ?

    A
    `H_(2)`
    B
    `He`
    C
    `N_(2)`
    D
    `NH_(3)`

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    What is temperature coefficient (T.C.)?

    What is the relation between Fahrenheit temperature (t_(f)) and Celsius temperature (t_(c)) is?

    If t(C)=(9C)/5+32 write the value of t(28)

    Convert 30^(@) C temperature into (a) Fahrenheit scale and (b) kelvin scale. Here, t_(c) = 30^(@)C (a) (t_C)/(100) = (t_(F)-32)/(180) or 30

    A solution is be kept between 40^(@)C and 45^(@)C . What is the range of temperature in degree fahrenheit, if the conversion formula is F = 9/5 C +32 ?

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