Given, `P prop T ` on increasing the value of T by `1^(@)C`, the value of P increases by `0.4%`, then find initial value of T :-

By increasing temperature of a gas by 6^@ C its pressure increases by 0.4%, at constant volume. Then initial temperature of gas is

By increasing temperature of a gas by 6^@ C its pressure increases by 0.4%, at constant volume. Then initial temperature of gas is

If P(t) = t^4-1 then find the value of P(-6) .

The truth value of p ^^ q is T if

The value of t is inversely proportional to the value of w.If values of w increase by a factor of 5, what happen to the values of t?

The pressure of a gas in a closed vessel is increased by 0.4%, if the temperature of the gas is increased by 1^@C , the initial temperature of the gas is

If P=Rs 8000, r= 20%, T=1 year then find the value of C.I-S.I

When the pressure of a gas contained in a closed vessel is increased by 0.4% , the temperature increased by 1^@C . The initial temperature was :

If p(t) = t^(3) -1 , find the value of p(0).

If p(t) = t^(3) -1 , find the value of p(1).