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13.7.1 Angle of minimum deviation

As d = i1 + i2 – A hence for d to be minimum physics problems should be zero.

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di2 = – di1 on integrating we get

i2 = – i1, hence for minimum deviation it is necessary that magnitude of i1 and i2 should be same. In such a situation angle r1 and r2 will also become equal.

Since A = r1 + r2 = 2r1

\ r1 = A/2

from d = i1 + i2 – A at the time of minimum deviation i1 = i2 in magnitude hence

dm = 2i1 – A

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Using snells's law

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