cos thita =root 3/2,find sec thita
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Given : sinθ=23
Let us first draw a right △ABC,∠B=90 degrees and ∠A=θ
We know that sin θ=ACBC=Hypotenuse(perpendicular)=23
By pythagoras Theorem:
AC2=AB2+BC2
or AB2=AC2−BC2=4k2−3k2=k2
AB=k
Find other T-rations using their defination:
cos=ACAB=21
tanθ=ABBC=13
cscθ=sinθ1=32
secθ=cosθ1=2
cotθ=tanθ1=31
Answered by
1
sec thita =root 2/3 is the answer
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