cos 27 + sin 27/ cos 27- sin 27 = tan 72
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cos27 + sin27 / cos27 - sin27 = tan72
LHS : cos27 + sin27 / cos27 - sin27
dividing throughtout by cos27
we get ,
1 + tan27 / 1 - tan27 * 1
tan45 + tan27 / 1 - tan27. tan45 [ tan45 = 1 ]
which is of the form TAN ( A + B ) = TanA + TanB / 1 - TanA TanB
Therefore, tan ( 45 +27 ) = tan 72
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