The heat produced in a wire carrying an eletric current depends on the

1.	The heat produced in a wire carrying an eletric current depends on the current, the resistance and the time. Assuming that the dependence is of the product of powers type, guess an equation between these quantities using dimensional analysis. The dimensional formula of resistance is ML2I−2T−3and heat is a form of energy.
Answer» The heat produced in a wire carrying an eletric current depends on the current, the resistance and the time. Assuming that the dependence is of the product of powers type, guess an equation between these quantities using dimensional analysis. The dimensional formula of resistance is $M L^{2} I^{- 2} T^{- 3}$ and heat is a form of energy.

The heat produced in a wire carrying an eletric current depends on the current, the resistance and the time. Assuming that the dependence is of the product of powers type, guess an equation between these quantities using dimensional analysis. The dimensional formula of resistance is ML2I−2T−3and heat is a form of energy.

Answer»

The heat produced in a wire carrying an eletric current depends on the current, the resistance and the time.

Assuming that the dependence is of the product of powers type, guess an equation between these quantities

using dimensional analysis. The dimensional formula of resistance is $M L^{2} I^{- 2} T^{- 3}$ and heat is a form of energy.