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Prove the identity using half angle formula: 2cos^2 θ/2 secθ = secθ + 1
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think\[\sec \theta \] as \[1/\cos \theta \], and try to simplify the equation first, (make one side equal to zero)
I was working on the left hand side
the idea was to use the half angle formula. at some point I ended up with (1 + cos) secθ = secθ + 1 and then I got stuck
divide both sides by secθ, and you will get 1+cos on left, and 1/secθ which is equal to 1/1/cos = cos
**on the right
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