Question

State the limitations of Dimensional Analysis​

Answer 1

Answer:

Explanation:

1 Dimensional analysis tells us nothing about the dimensionless constant of an equation.

2 This method cannot be used with exponential and trigonometric functions.

3 The method cannot be used if the physical quantity contains more than one term in one side of the equation.

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Answer 2

Following are the few $\textbf{limitations of Dimensional Analysis }$:

1) It doesn't enables us to determine the value of proportionality constant, which may be a pure number or dimensionless ratio.

2) It can't be used to derive relationship involving trigo. or exponential function.

3) It fails to derive a relationship which guarantee correctness of a relation because many physical quantities have same dimensions.