Let X = sin60°∗cos30°∗cos60°∗sin30°∗sin30°\sin 60\degree * \cos 30\degree * \cos 60\degree * \sin 30\degree * \sin 30\degreesin60°∗cos30°∗cos60°∗sin30°∗sin30°
sin60°=3/2\sin 60\degree = \sqrt{3}/2sin60°=3/2
cos30°=3/2\cos 30\degree = \sqrt{3}/2cos30°=3/2
cos60°=1/2\cos 60\degree = 1/2cos60°=1/2
sin30°=1/2\sin 30\degree = 1/2sin30°=1/2
So substituting the above values in X
∴\therefore∴ X = 3/2\sqrt{3}/23/2 * 3/2\sqrt{3}/23/2 * 0.50.50.5 * 0.50.50.5 * 0.50.50.5
= 3/32
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