If 5 sin 0–12 cos 0 = 0, find the values of sec 0 & cosec 0.
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Answer:
5sinΦ - 12cosΦ = 0
5sinΦ = 12cosΦ
sinΦ/cosΦ = 5/12
tanΦ = 5/12
cotΦ = 12/5
1 + tanΦ^2 = secΦ^2
1 + (5/12)^2 = secΦ^2
secΦ = 13/12
1 + cotΦ^2 = cosecΦ^2
1 + (12/5)^2 = cosecΦ^2
cosecΦ = 13/5
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