Asked by Anonymous
For the function f(x)=sinx, show with the formula sin^2A=1/2(1-cos2A) that f(x+y)-f(x)=cosxsiny-2sinxsin^2(1/2y)
Answers
Answered by
Steve
f(x+y)-f(x) = sinx cosy + cosx siny - sinx
sin^2(1/2 y) = 1 - cosy
That should get you on your way... The rest is just algebra.
sin^2(1/2 y) = 1 - cosy
That should get you on your way... The rest is just algebra.
Answered by
Steve
oops.
2sin^2(1/2 y) = 1 - cosy
2sin^2(1/2 y) = 1 - cosy
Answered by
555555
I didn't get it
Answered by
Anonymous
4. For the function π(π₯) = π ππ π₯ and using π ππ2π΄ =
1
2 (1 β cos 2π΄). Show that
π(π₯ + π¦) β π(π₯) = πππ π₯ π ππ π¦ β 2 π ππ π₯ π ππ2 (π¦
2) ; π΄ =
π¦
2
1
2 (1 β cos 2π΄). Show that
π(π₯ + π¦) β π(π₯) = πππ π₯ π ππ π¦ β 2 π ππ π₯ π ππ2 (π¦
2) ; π΄ =
π¦
2
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