The light waves from two coherent source have same intensity I1=I2=I0. In interference pattern the intensity of light a minimum is zero. What is the intensity of light at maxima?

Maximum intensity in interference pattern Imax=I1+I22=2I02=4I0

The light waves from two coherent source have same intensity I1=I2=I0. In interference pattern the intensity of light a minimum is zero. What is the intensity of light at maxima?

Maximum intensity in interference pattern Imax=I1+I22=2I02=4I0

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The light waves from two coherent source have same intensity I₁=I₂=I₀. In interference pattern the intensity of light a minimum is zero. What is the intensity of light at maxima?

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2I₀

5I₀

4I₀

answer is D.

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Maximum intensity in interference pattern $I_{max} = {(\sqrt{I_{1}} + \sqrt{I_{2}})}^{2} = {(2 \sqrt{I_{0}})}^{2} = 4 I_{0}$

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The light waves from two coherent source have same intensity I1=I2=I0. In interference pattern the intensity of light a minimum is zero. What is the intensity of light at maxima?

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The light waves from two coherent source have same intensity I₁=I₂=I₀. In interference pattern the intensity of light a minimum is zero. What is the intensity of light at maxima?