Use your analytic calculation to show me: sin' 0 do = 0 -27 sin e de = 7

Q: Could you explain sin(2x) = 0 from 0 to 2pi?

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Q: Differentiate y = sin (x 2)

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Q: Differentiate y = (-6+sinx)/(x+cosx)

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Q: give the period of y = tan (3x)

A: Here we use the general equation of tangent function that is y=a tan(bx) and the period =πb

Q: sin(2w)dw =

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Q: y = e2* sin 2x + e3* cos 2x

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Q: es of the five quarter points of y=sinx to determine the corresponding quarter points on the graph…

A: Introduction:

Q: Differentiate y=sinx+cosx+tanx

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Q: dy If y = tan-[ sec2(5x² + 1) csc-3 (cos 3x)]. Find

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Q: Describe a relationship between the graphs of y = sin x and y = cos x.

A: Given- y=sinx and y= cosx. To find- the relationship between the graphs of y=sinx and y= cos x.…

Q: if g- Sin (cos 8x) Find y NP

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Q: 15

A: We have to find equation

Q: sin(tan x) cos²x Evaluate ·[³ dx.

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Q: Clearly explain why lim (sin-(t) is equal to 1 and not zero. t+0+

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Q: find

A: Given,           y=2sin22x*3tan-12x

Q: What is the period of the function y = 2 sin x + cos 2x?

A: Given function, y = 2 sin x + cos 2x

Q: (b) / sin (50) do

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Q: Evaluate [ sin” (tanx) x² I= So dx

A: Given, Integral  And according to lobachevsky integral formula

Q: Evaluate 3 cos z sin" e dz.

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Q: cos dx 5. Vaš sin² 3

A: Consider the integral: I=∫cos6x23dxx25sin23x23

Q: y = sin 2rx

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Q: sin 20x sin 21x dx =

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