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8sin^2(x)+6sin(x)-9=0 simplify
8sin^2(x)+6sin(x)-9=0 simplify
1 answer
asked by
frances
1,250 views
6sin(2x)+3=0
How do you find the smallest value of x in the interval 0≤x≤π for which y=0? My work so far: 6sin(2x)=-3
1 answer
asked by
Autumn
1,083 views
Prove the identity:
4x=1-8sin^2x+8sin^4x
1 answer
asked by
PRELUDE
883 views
How do I take the derivative of 3(sin(x))^2 cos(x)? Are these right--> 3(sin(x))^2 *-sin(x) + cos(x)*6sin(x)*cos(x)=(-3sin(x))^3
1 answer
asked by
Anonymous
433 views
If we are given 8sin((pi/6)(x+2))+16=20the answers are -1 and 3 because 1/2 can be pi/6 or 5pi/6. However, if y = 10
0 answers
asked by
Ashley
428 views
Please take a look at DEVON's trig equation at 9:14
I must be missing something obvious. If the second had been 3sin 2x it would
0 answers
asked by
Reiny
668 views
a) Express f(theta) = 4cos theta - 6sin theta in the form r cos(theta + alpha)
b) Hence find the general solution of the equation
3 answers
asked by
Becky
1,301 views
8sin^4(x)
0 answers
asked by
Anonymous
373 views
6sin(pi/6x)=5
2 answers
95 views
8sin^2x+sinxcosx+cos^2x=4
2 answers
asked by
LiNnda
3,764 views