tanA. √(1 − ²A) is equal to
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Answer:
3
Step-by-step explanation:
Given that, tanA=12andtanB=13
Now, tan(2A+B)=tan2A+tanB1−tan2A⋅tanB ...(i)
Also, tan2A=2tanA1−tan2A=2⋅121−14=43
From Eq. (i), tan(2A+B)=43+131−43⋅13=43+139−49=5359=3
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