The mass of a photon in motion is (given its frequency = x ):
hx3c2
Zero
hx3
hxc2
A
hxc2
B
hx3
C
hx3c2
D
Zero
Open in App
Solution
Verified by Toppr
By Einstein's mass energy equivalence E=mc2 but E=hx ∴hx=mc2 ⇒m=hxc2
Was this answer helpful?
4
Similar Questions
Q1
The mass of a photon in motion is (given its frequency = x ):
View Solution
Q2
A photon of frequency f in motion will have a mass equal to :
View Solution
Q3
A photon moves vertically up in a region with gravitational field g downwards. The frequency of photon at an instant is ν .After it has moved up by a small height h,
View Solution
Q4
A photon moves vertically up in a region with gravitational field g downwards. The frequency of photon at an instant is v . After it has moved up by a small height h,
View Solution
Q5
Let h(x) be an anti derivative for f(x). Then ln(1+(h(x))3) is an anti derivative for