SOLUTION: Prove each Identity: a) sin^2(θ)/1−cosθ=1+cosθ b) tanθ+1/tanθ = 1/sinθcosθ c) tan^2 (θ)/1+tan^2(θ)= sin^2 (θ) d)

Algebra.Com
Question 938638: Prove each Identity:
a) sin^2(θ)/1−cosθ=1+cosθ
b) tanθ+1/tanθ = 1/sinθcosθ
c) tan^2 (θ)/1+tan^2(θ)= sin^2 (θ)
d) sin^2 x(1+1/tan^2(x))=1

Answer by lwsshak3(11628)   (Show Source): You can put this solution on YOUR website!
Prove each Identity:
a)

b)
c)
d)

RELATED QUESTIONS

prove each identity tanθ -1 = sin^2θ-cos^2θ/... (answered by MathLover1)
cosθ/sinθ=1/tanθ (answered by Aswathy)
prove (1 / tan^2θ ) + (1 / 1+ cot^2θ) = 1 and (sinθ +... (answered by chibisan)
Marty is proving that the following trigonometric identity is true:... (answered by Alan3354,ikleyn)
The expression sin θ (cot θ - csc θ) is equivalent to? A) 2 Cos θ (answered by stanbon,lynnlo)
Which of the following is a trigonometric identity? a. cot θ + tan θ = 1 b.... (answered by ikleyn,fractalier)
Which of the following is a trigonometric identity? a. cot θ + tan θ = 1 b.... (answered by fractalier,ikleyn)
Question 1= If Sinθ = 12/13, find the value of Sin^2 θ-cos^2 θ/ 2sinθ (answered by Alan3354)
. If cosθ + sinθ = 2 cosθ ,then cosθ − sinθ = ? A. 2... (answered by Edwin McCravy)