Prove that `alpha_(r) = (1)/(T)` for ideal gas .

Define an ideal gas.

Prove that sin^(4) alpha + cos^(4) alpha + 2 sin^(2) alpha cos^(2) alpha = 1 .

What is an ideal gas?

What is an ideal gas?

Calculate the value of R for one mole of an ideal gas S.I unit.

Prove that |{:(a_(1)alpha_(1)+b_(1)beta_(1),a_(1)alpha_(2)+b_(1)beta_(2),a_(1)alpha_(3)+b_(1)beta_(3)),(a_(2)alpha_(1)+b_(2)beta_(1),a_(2)alpha_(2)+b_(2)beta_(2),a_(2)alpha_(3)+b_(2)beta_(3)),(a_(3)alpha_(1)+b_(3)beta_(1),a_(3)alpha_(2)+b_(3)beta_(2),a_(3)alpha_(3)+b_(3)beta_(3)):}| =0.

Show that the volume coefficient of on ideal gas at constant pressure equals T^(-1) where T is the absolute temperature

Which of the following diagram correctly describes the behaviour of a fixed mass of an ideal gas ? ( T is measured in K ) .