The graph of the function?
\[\LARGE cosx.\cos(x+2)-\cos^2(x+1)\]
write the first as 2 Cos C* cos D formula
A)Straight line passing through the point(0,-sin^2 1) with slope 2 B)Straight line passing through origin C)Parabola with vertex(1,-sin^2 1) D)Straight line passing through the point(pi/2,-sin^2 1) and parallel to x axis
2 Cos C* cos D?
cosx.cos(x+2) = (cos (x + x + 2) - cps(x - x - 2))/2
I think ... rest you can do .
can u write which identity u used?
sorry ... wrong formula. use the opposite. \[ \cos (C + D) + \cos (C-D) = 2 \cos C \cos D\]
I see :O
ill try it..and let u know
other formula to be used \(\large \cos2y=2\cos^2y-1\)
cosx cos(x+2) cos(x+1-1) cos(x+1+1) {cos(x+1)cos1 + sin(x+1) sin1} { cos(x+1)cos1- sin(x+1) sin1} {cos(x+1)cos1}^2 - { sin(x+1) sin1} ^2
looks like you did the other way.
the longer way, i think...
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