trigonometric ratios prove the following
1)1/1+cos A+1/1-cos A=2(cosec)sq A
2)sec A-1/sec A+1=1- cos A/1+cos A
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Answer:
Step-by-step explanation:
1/1+cos+1/1-cos
Taking lcm
1-cos+1+cos/(1+cos)(1-cos)
2/1-cos^2
2/sin^2
2cosec^2......hence proved
2.putting up value of sec we get
1/cos-1/1/cos+1
Taking lcm of up n down
1-cos/cos/1+cos/cos
1-cos/cos*cos/1+cos
1-cos/1+cos.... hence proved
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