SOLUTION: Simplify the expression. (cot�α - 4) / (cot�α - cotα - 6)

SOLUTION: Simplify the expression. (cot�α - 4) / (cot�α - cotα - 6)

Algebra.Com

Question 985634: Simplify the expression.
(cot�α - 4) / (cot�α - cotα - 6)
Answer by Edwin McCravy(20064) (Show Source): You can put this solution on YOUR website!
Question 985660



Let 



Factor numerator and denominator







Substitute 



Edwin

RELATED QUESTIONS
If α and β are acute angles such that csc (α) = 17/15 and cot (β) =... (answered by lwsshak3)

Verify The Following Identities: 1.cotα + tanα = cscα secα... (answered by stanbon)

Use the Pythagorean identities to write the expression as an integer. 7 csc^2 α... (answered by Alan3354)

Show that the value of tan 3 α cot α cannot lie between 1/3and... (answered by AnlytcPhil)

(1). Simplify the trigonometric expression to a multiple or power of a single trig... (answered by lwsshak3)

hi am stuck on the cotangent formula for triangles how do we get from number 1 to number (answered by Theo)

If α and β are acute and tan α = 1 7 , and cot β = 1 7 , find: (answered by stanbon)

If tan α = −5/12 and cot β = 8/15 for a second-quadrant angle α... (answered by lwsshak3)

How do you verify sin(α-β)/sin(α)cos(β)=1-cot(α)tan(β)? How (answered by amarjeeth123)