Which of the following is NOT dimensionless?
Specific resistance
The correct answer is Specific resistance.
Scaling and Modeling: It is used in scaling and modeling experiments, where the results of a small-scale model are used to predict the behavior of a larger system. While dimensional consistency is necessary for a physical equation to be correct, it is not sufficient. A dimensionally consistent equation might still be incorrect due to missing dimensionless constants or incorrect functional relationships. However, checking dimensions is a quick way to spot errors.
LT-2 is the dimension of which of the following quantities?
If \(x = a^3 + bt + ct^2\), where \(x\) is metres and \(t\) in seconds, then the unit of \(a\) is