Assertion: A dimensionally wrong or inco...

Assertion: A dimensionally wrong or inconsistaent equation must be wrong.
Reason: A dimensionally consistent equation is a exact or a correct equation.

Similar Questions

Explore conceptually related problems

Check dimensional consistency of given equation.

Are all dimensionally correct equations numerically correct? Give one example.

An equation which dimensionally non correct can be true.

Test the dimensional consistency of the following equations: v= u + at

Show that the equation V = u + at is dimensionally correct.

A dimensionally correct equation need not be actually correct, but a dimensionally incorrect equation is necessarily wrong. Justify.

A : All physically correct equations are dimensionally correct. R : All dimensionally correct equations are physically correct.