If mass is measured in unit of `alpha` kg, length in `beta` m and time in `gamma ` s, then calorie would be

1 calorie=4.2 J where IJ= 1 kg m^2s^-2 . Suppose we employ a system of units in which the unit of mass is alpha kg, the unit of length is beta m and the unit of time gamma s , show that a calorie has a magnitude 4.2alpha^-1beta^-2gamma^-2 in the new system.

A new system of units is proposed in which unit of mass is alpha kg, unit of length beta m and unit of time gamma s. How much will 5J measure in this new system?

A new system of units is proposed in which unit of mass is alpha kg, unit of length beta m and unit of time gamma s. How much will 5 J measure in this new system ?

A new system of units is proposed in which unit of mass is alpha kg, unit of length beta m and unt of time gamma s. How much will 5 J measure in this new system?

If the unit of mass is alpha kg, the unit of length is beta metre and the unit of time is " gamma ' second, The magnitude of calorie in the new system is (1 Cal = 4.23)

If the unit of mass is alpha kg, the unit of length is beta metre and the unit of time is " gamma ' second, The magnitude of calorie in the new system is (1 Cal = 4.23)

A calorie is a unit of heat or energy and it equals 4.2 J where 1J = 1 kg m^(2)s^(-2) . Suppose we employ a system of units in which unit of mass is alpha kg. unit of length is beta m, unit of time is gamma . What will be magnitude of calorie in terms of this new system?

A calorie is a unit of heat (energy in transit) and it equals about 4.2 J where 1J= 1 kg m^(2) s^(-2) . Suppose we employ a system of units in which the unit of mass equals alpha kg, the unit of length equals beta m, the unit of time is gamma s. Show that a calorie has a magnitude 4.2 alpha^(-1)beta^(-2)gamma^(2) in terms of the new units.