The division of energy by time is \(X\). The dimensional formula of \(X\) is same as that of....

Channel:
PW Solutions
Subscribers:
449,000
Published on ● Video Link: https://www.youtube.com/watch?v=2qSje3v6MWI


Duration: 1:37
0 views
0

The division of energy by time is \(X\). The dimensional formula of \(X\) is same as that of 📲PW App Link - https://bit.ly/YTAI_PWAP 🌐PW Website - https://www.pw.live



Other Videos By PW Solutions


2024-05-09Define dimensions of a physical quantity.....
2024-05-09What do you mean by the term measurement?....
2024-05-09If \(x=a+b t+c t^2\), where \(x\) is in meter and \(t\) in seconds, what is the unit of \(\mathr....
2024-05-09Dimensional formula of heat energy is....
2024-05-09Which of the following is a derived unit?....
2024-05-09\(1 \mathrm{kWh}=\)....
2024-05-09If \(x+y+z=\pi\)Prove that\[\cot \left(\frac{x}{2}\right)+\cot \left(\frac{y}{2}\right)+\cot \le....
2024-05-09Dimensional formula of heat energy is....
2024-05-09\( {Newton/meter }^2\) is the unit of:....
2024-05-09What is the number 75.66852 rounded off to 5 significant digits?....
2024-05-09The division of energy by time is \(X\). The dimensional formula of \(X\) is same as that of....
2024-05-09A rod of length \(l=5 \mathrm{~m}\) is slipping on two perpendicular surfaces as shown in figure....
2024-05-09\( \text { The number of significant digits in } 1559.00 \text { is }\)....
2024-05-09Find \(\frac{d z}{d x}\) at \((x, y, z)=(1,0,1)\) for given equation \(x^2 \cos (y)=\sin \left(y....
2024-05-09Joule second is the unit of....
2024-05-09Evaluate \(\int_0^{\pi / 6}[2 \cos (2 x)-3 \sin (3 x)] d x\)....
2024-05-09A particle moves along \(x\)-axis with acceleration \(a=6(t-1)\), where \(t\) is in seconds. If ....
2024-05-09Current is flowing in conductor as \(i=6 t+9 t^2\) here \(\mathrm{t}\) is time and \(\mathrm{i}\....
2024-05-09Find \(\left|\frac{d y}{d x}\right|\) at \((0,3)\) for given equation \(y^2 e^{2 x}=3 y+x^2\)....
2024-05-09A body is moving along \(x\) axis as \(v=2 t+3 t^2+2\) here \(v\) is velocity and \(t\) is time ....
2024-05-09\[\int_{-2}^{+2}\left(t^2-1\right) d t\] ....