tanA=2tanA/2 divided by 1-tan^2A/2
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Answer:
Put A=30∘⇒2A=60∘
tan60∘=1−tan230∘2tan30∘
=1−(31)22×31
=1−312×31
=3
The value of tan60∘ is 3.
Step-by-step explanation:
Answered by
0
Step-by-step explanation:
Put A=30∘⇒2A=60∘
Put A=30∘⇒2A=60∘tan60∘=1−tan230∘2tan30∘
Put A=30∘⇒2A=60∘tan60∘=1−tan230∘2tan30∘=1−(31)22×31
Put A=30∘⇒2A=60∘tan60∘=1−tan230∘2tan30∘=1−(31)22×31=1−312×31
Put A=30∘⇒2A=60∘tan60∘=1−tan230∘2tan30∘=1−(31)22×31=1−312×31=3
Put A=30∘⇒2A=60∘tan60∘=1−tan230∘2tan30∘=1−(31)22×31=1−312×31=3The value of tan60∘ is 3.
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