SOLUTION: express as a product sin(6t) + sin(2t)
Algebra.Com
Question 84643: express as a product sin(6t) + sin(2t)
Answer by uma(370) (Show Source): You can put this solution on YOUR website!
The result says sinC + sinD = 2sin(C+D)/2 Cos (C-D)/2
So sin(6t) + sin(2t)= 2sin(6t+2t)/2 Cos(6t-2t)/2
= 2sin(8t/2) Cos (4t/2)
= 2sin(4t) Cos(2t)
Good Luck!!!
RELATED QUESTIONS
write the difference sin 8t - sin 2t as a... (answered by Edwin McCravy)
express the difference sin(pi/4) - sin(pi/6) as a... (answered by jim_thompson5910)
Express (sin 3x sin x) as a sum. (answered by ikleyn)
Write {{{sin(7x)cos(5x)}}} as a sum
Write {{{cos(7x)-sin(5x) }}} as a... (answered by jim_thompson5910)
Differentiate by product rule....e to the power of (2t-5) sin t.... So e(2t-5)sin... (answered by Alan3354)
Express sin 4theta as a function of... (answered by orca)
Express sin(x)sin(x-y) as a difference of two... (answered by Edwin McCravy)
Express as a simplest form
[(sin A/cos A) / (cos A/sin A)] + [(cos A/sin A)/(sin A/cos (answered by MathLover1)
6t=(2t)(__)
(answered by EdenWolf)