Question 5 If y = (sin x)", then dy (a) g[ln(sinx) +cot] (e) none of these (b) y[ln(sin x) + cot x] (c) y[ln(sin x) − x cotx] (d) x(sin x)-¹ cos x

Q: b) Differentiate (i) (i) the following functions clearly showing your working y = cos (4x4) y =…

A: Let us differentiate the functions with respect to x in the next steps.

Q: sin 0 cos Od0 -u'du FC = - 1 cos“ 0 + C 19.

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Q: العنوان solle Le sin²(3x) cos²(sx) dx /1 8 tan'x dx で CIC

A: (1): Step 1:Step 2: Step 3:Step 4: (2): Step 1:Step 2:Step 3:Step 4:

Q: Differentiate the following function COS T 1 (a) sec(x) tan(x) (b) (c) sin (4x° + cos(x))

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Q: If cosecant(x)=8, for 90 degrees<(x)<180 degrees, then what is sine(x/2), cosine(x/2), and…

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Q: sin (x) – cos²(x) Show that 1 F COS %3D CSC (x)

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Q: 21 csc' x 8. - (csc' x-1)" dx (simplify: cot' x+1= csc² x) 1 +C = tan"(x)+c ans : %3D 21 cot“ (x)

A: you can clearly understand if you follow the below solution

Q: (a) y = In(sec²x) (b) y ecos + cos(e) x² −1+2 (c) y = x (d) y = sin² (e) y = (f) y = (cos(√sin(x)))…

A: Let's consider  the properties of differentiation.Let f(x) and g(x) are two different function…

Q: (cos(x)cot(x)/1-sin(x))-1=csc(x)

A: We have given (cos(x)cot(x)/1-sin(x))-1=csc(x)

Q: Find f"(0) = sin(0) + cos(0), f(0) = 1, f'(0) = 3 f(0) = %3D Need Help? Read It Watch It

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Q: If cosx = -2/3 and tanx < 0, then sin(x)= tan(x)=

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Q: We know that a= 23 sin' (ax) cos(ax) dx = sin³ (ax) b Find b + C

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Q: If csc(x)=8, for 90 degrees&lt;(x)&lt;180 degrees, then what is sine(x/20, cos(x/2), and tan(x/2)?

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Q: 1. sin° x cos x dx

A: sin3x cos4x  = sin(x) sin2(x) cos4(x)  = sin(x) (1 - cos2(x)) cos4(x)  = sin(x) (cos4(x) - cos6(x))…