SOLUTION: Which expression is NOT equivalent to cos2θ ? a. cosē θ -sinē θ b. 2cosē θ -1 c. 1-2sinē θ d. 2sinθ cosθ Is it D?

Algebra.Com
Question 198570: Which expression is NOT equivalent to cos2θ ?
a. cosē θ -sinē θ
b. 2cosē θ -1
c. 1-2sinē θ
d. 2sinθ cosθ
Is it D?

Answer by jim_thompson5910(35256)   (Show Source): You can put this solution on YOUR website!
You are correct. The answer is D. The expression is equal to (ie )
RELATED QUESTIONS

Verify that equation is identity . sinθ+cosθ=(2sin^2θ -... (answered by jim_thompson5910)
cosθ/sinθ=1/tanθ (answered by Aswathy)
tan θ = 1-cos2θ / sin2θ Left Side tan θ = sinθ/cosθ... (answered by Fombitz)
. If cosθ + sinθ = 2 cosθ ,then cosθ − sinθ = ? A. 2... (answered by Edwin McCravy)
Evaluate the following expression. sin(90°-θ)*tan(θ)*sec(θ) A)... (answered by Edwin McCravy)
FInd the values of θ between 0° and 180° for which a) secθ= cosecθ b)... (answered by Theo)
Question 1= If Sinθ = 12/13, find the value of Sin^2 θ-cos^2 θ/ 2sinθ (answered by Alan3354)
Prove the trigonometric identity 2sinē(θ)-1 =... (answered by Edwin McCravy)
Rewrite as a single expression. cos(10θ)cos(4θ) + sin(10θ)sin(4θ) (answered by ikleyn)
Which of the following is a trigonometric identity? a. cot θ + tan θ = 1 b.... (answered by ikleyn,fractalier)