cosecθ⋅cotθ=2√3

For the acute angle θ, given that sinθ=1/7, find the exact value of cotθ.cotθ=1/√48 cotθ=1/√50 cotθ=√50 cotθ=√48
1. 1 answer
2. asked by Stephanie
3. 442 views
Prove the following identities:a) (cosec θ + cotθ)(cosecθ - cotθ) = cotθtanθ b) 2/(1 + sinθ) + 1/(1- sinθ) = (3sec^2)θ
1. 2 answers
2. asked by Proving Identities Question (Trig.)
3. 771 views
cosecθ⋅cotθ=2√3
1. 3 answers
2. asked by Md fuadul islam
3. 477 views
Find the exact value of cotθ given secθ=3 and tanθ<0.cotθ=8√/3 cotθ=−(3/√8) cotθ=1/√8 cotθ=−(√8/3)
1. 3 answers
2. asked by Stephanie
3. 383 views
Prove (cosecθ-cotθ)^2=1-cosθ÷1+cosθ
1. 1 answer
2. asked by April
3. 849 views
given cotθ = (1/2) √7, find sinθ and cosθ in quadrant Icotθ = x/y would 1/2 be the x and √7 be the y?
1. 0 answers
2. asked by coco
3. 483 views
Simplify the expression (tanθ+cotθ)^2 - (tanθ-cotθ)^2 using algebra and trigonometric identities.
1. 1 answer
2. asked by Bob
3. 875 views
Can someone tell me how to do this problem?(sin^2 θ - cotθ * tan θ)/ cotθ * sin θ Please and thank you.
1. 2 answers
2. asked by Ana
3. 458 views
1) given cotθ = 1/2√7, find sinθ and cosθ in quadrant I2) given tanθ = √5, find secθ and cotθ in quadrant III
1. 4 answers
2. asked by coco
3. 852 views
#1 cscθ-cotθ#2 cosθ(tanθ-secθ) #3 tanθ+sinθ/cscθ+cotθ
1. 3 answers
2. asked by lucy
3. 902 views

cosecθ⋅cotθ=2√​3 ​ ​​