tan 70°-tan 50°/ tan 50°+tan 20°
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Prove that: tan70
∘
=tan20
∘
+2tan50
∘
.
Easy
Solution
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Consider tan70
∘
tan70
∘
=tan(20
∘
+50
∘
)
According to the trigonometric identity,
tan(A+B)=
1−tanAtanB
(tanA+tanB)
tan70
∘
=
1−tan20
∘
tan50
∘
(tan20
∘
+tan50
∘
)
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