from crompton scatttering we get that :
"K=hf\\frac{\\Delta\\lambda}{\\lambda+\\Delta\\lambda}"
"K=hf\\dfrac{2h}{m_oc(\\lambda+\\frac{2h}{m_oc})}"
"K=\\dfrac{2hfhf}{m\n_oc(\\lambda f+\\frac{2hf}{m_oc})}"
"K=\\dfrac{2hfhf}{m\n_oc^2(1+\\frac{2hf}{m_oc^2})}"
now lets substitute the vale of E and Eo
E=hf and Eo=moc2
"K=\\dfrac{2E^2}{E_o(1+\\frac{E}{E_o})}"
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