Sh Show that :sin 90°=2 cos 45°sin 45°
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Answered by
0
sin 90° = 1
2×cos45°×sin45°
= 2×(1/√2)×(1/√2) (since sin45 and cos45 are (1/√2)
= 2×(1/2)
= 1.
hence RHS=LHS
2×cos45°×sin45°
= 2×(1/√2)×(1/√2) (since sin45 and cos45 are (1/√2)
= 2×(1/2)
= 1.
hence RHS=LHS
Answered by
1
LHS
Sin90 = 1
RHS
Cos45= 1/√2
Sin45=1√2
2 x 1/√2 x 1/√2
2 x 1/2
1
Hence, LHS=RHS
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