Compton shift in wavelength is zero scattering angle of photon is:
a= 90
b=180
c=0
d=45
We know that
"\\lambda'-\\lambda=\\frac{h}{m_0c}(1-cos\\phi)"
∆"\\lambda=\\frac{h}{m_0c}(1-cos\\phi)""\\rightarrow(1)"
Given
"\u2206\\lambda=0"
equation (1) put value
"0=\\frac{h}{m_0c}(1-cos\\phi)"
"1-cos\\phi=0"
"cos\\phi=1"
"\\phi=cos^{-1}(-1)=180\u00b0"
Option (b) is correct
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