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A certain property eta varies according ...

A certain property `eta` varies according to the law `eta=(alpha(t-t_(0)))/(1+alphat)` where `alpha` is a constant and `t_(0)` is a temperature less than `t`. If `etagt1` is unthinkable what is the absolute zero on this property? What is the relation of `t` and `T` on this property?

Text Solution

Verified by Experts

The correct Answer is:
`T=T+1/(alpha)`
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Knowledge Check

  • Time dependence of a physical quantity P is given by P =P_0 exp(-alpha t^2), where alpha is a constant and t is time. The constant alpha is

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    dimensionless
    B
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    is dimensionless
    B
    has dimensions [`T^(-2)`
    C
    has dimensions of P
    D
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  • Time dependence of a physical quantity P is given by P =P_0 exp(-alpha t^2), where alpha is a constant and t is time. The constant alpha is

    A
    dimensionless
    B
    `has dimensions T^(-2)`
    C
    has dimensions of P.
    D
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