Question

what do u mean by dimensional homogenity??​

Answer 1

Answer:

$\huge \mathfrak \orange{answer}$

The dimensional homogeneity means that the combinations of dimensions assigned to each variable are consistent with both sides of the equation.

Answer 2

Explanation:

When combining formulas involving additions, substractions, or transcendental functions, always verify that no rule of dimensional homogeneity is violated.

Note that relational operations involving multiplication or division are permitted—i.e., if the original relations are valid, so will the derived ones—at least dimensionally. In these cases, no additional dimensional checking is required