Asked by MaThS
Express tan theta in terms of cosec theta
Answers
Answered by
Damon
csc = 1/sin
so
sin = 1/ csc
sin^2 = 1/csc^2
cos^2 = 1 - sin^2 = 1 - 1/csc^2
so
tan^2 = sin^2/cos^2 = (1/csc^2)/[1-1/csc^2]
tan^2 = 1/[csc^2 - 1]
tan = sqrt (1/[csc^2 - 1] )
so
sin = 1/ csc
sin^2 = 1/csc^2
cos^2 = 1 - sin^2 = 1 - 1/csc^2
so
tan^2 = sin^2/cos^2 = (1/csc^2)/[1-1/csc^2]
tan^2 = 1/[csc^2 - 1]
tan = sqrt (1/[csc^2 - 1] )
Answered by
Steve
Or, more directly,
tan = 1/cot = 1/√(cot^2) = 1/√(csc^2-1)
tan = 1/cot = 1/√(cot^2) = 1/√(csc^2-1)
Answered by
A V S S NITHIN KUMAR
1/root cosec^2theta-1
Answered by
Guna Sekhar
I want sec theta in terms of cosec theta
Answered by
Gana
I am not getting the right answer from this . So don't waste our time🤐🤐
Answered by
Avinash
Very bad who solved this he is sense less fellow what is the question I asked and what is the answer given
Answered by
Gamer_Girl02
Today i have an exam...you simply wasted my time....no process nothing...its a request from me that plz keep experienced teacher so that doubts of all children will be solved...am not opposing...whoever tried its good but there should be proper steps in the answer...plz follow my advice...then no one will give u negative comments...
Answered by
Tanzil
tan theta = 1\ cot theta. tan theta = √1/cot² theta tan theta = √1/cosec² theta - 1 (W.K.T cosec² theta - cot² = 1, cot² theta = cosec² theta - 1) tan theta = √1/cosec² theta - 1
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