Question

Angular momentum $L$ is given by $L=p\cdot r$ . The variation of $\log L$ and $\log p$ is shown by

• A.
• B.
• C.
• D.

Answer 1

Answer: (D)

As, $L=p\cdot r$
So, $logL=logp+logr$
Comparing with, $y=mx+C$
$y=logL$
$x=logp,m=1,c=logr$
If graph is drawn between $lo{g}_{e}L$ and $lo{g}_{e}p$, then it will be straight line which will not pass through the origin.