Physics

Dimensional Formula of Momentum with its Derivation In this article, we will find the dimension of Momentum Dimensional formula for Momentum is $[M^1L^2T^{-1}]$ WhereM -> Mass L -> Length T -> TimeWe would now derive this dimensional formula. Derivation for expression of Dimension of Momentum Momentum is defined as the product for mass  and Velocity$p= […]

Motion in one dimension is the motion where the object moves in a straight line. So, it is also sometimes called Motion in a straight line. There is another name that you often hear in 1D Motion. These all synonyms and mean the same thing. Now Motion in one dimension formulas can be divided based

Dimensional Formula of Angular Momentum with its Derivation In this article, we will find the dimension of Angular Momentum Dimensional formula for Angular Momentum is $[M^1L^2T^{-1}]$ Where M -> Mass L -> Length T -> Time We would now derive this dimensional formula. Derivation for expression of Dimension of Angular Momentum Angular Momentum is defined

In this article, we’ll talk about the Dimensional Formula of Work. Here, we will look at the dimension of work and how to find the work dimensional formula. When a force displaces an object, work is said to be done in science. The work done by a force is defined as the product of the

Velocity vs Time graph This article is about the velocity-time graph. Before going further details of the topic let us first understand how to draw these graphs. To draw graphs in x-y- plane The independent variable is always taken on the x-axis. We plot the dependent variable on the y-axis. The dependent variable is dependent

Dimensional Formula of Spring Constant In this article, we will find the Dimensional Formula of Spring constant Dimensional formula for is $[M^1L^0T^{-2}]$ WhereM -> Mass L -> Length T -> TimeWe would now derive this dimensional formula. Derivation for expression of Dimension of Spring Constant Spring constant is given as per the Hooke’s law as$F=

Dimensional Formula of Force with its Derivation In this article, we will find the dimension of Force Dimensional formula for is $[M^1L^1T^{-2}]$ WhereM -> Mass L -> Length T -> TimeWe would now derive this dimensional formula. Derivation for expression of Dimension of As per second laws of Newton law’s, Force is defined as the

Dimensional Formula of Density In this article, we will find the dimension of densityDimensional formula for density is$[M^1 L^{-3}]$WhereM -> MassL -> Length We would now derive this dimensional formula. Derivation for expression of Dimension of Density Density is defined as the  mass per unit Volume$\rho= \frac {mass}{Volume} = \frac {m}{V}$ Now the dimension of