C) With the help of a suitable figure prove that: 1+ tan’9 = sece
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Step-by-step explanation:
ANSWER
L.H.S
sec2θ(sec2θ−2)+1
⇒sec4θ−2sec2θ+1
⇒(sec2θ−1)2
We know that
sec2x+tan2x=1
Therefore,
⇒(tan2θ)2
⇒tan4θ
R.H.S
Hence, proved.
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