Given 2 sin x + 4 cos y = 3 and * = 3, find dx at %3D dt .6'3.

Q: IX. Find y' if 1. (5 pts.) y = 2 In (cos (Tx)) 2. (6 pts.) y = csc² (Arcsec (Va) + e-)

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Q: How to compute Cp using below equation, OP, sin 0; Cp, = 2 sin? 0; +2 cos 0 dy dy Where y = 0.5x…

A: To simplify: CPi=2sin2θi+2dθdyisinθi∫0yicosθdy

Q: Solving for the dy/dx of the function below lea 5 y = 1- sin?

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Q: 2 sin (t) cos (t)d J

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Q: ay at the point (1, ). dx For the equation given below, evaluate x* + 9 - 6y dy at (1, 품) - ㅡ -- 61…

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Q: Evaluate e Cos I dx with tolerance e = 0.05 using the Composite Trapezium Rule. %3D

A: Equation is f(x)=ecos(x).The value of the table for x and y x 0 0.25 0.5 0.75 1 1.25 1.5 y 2.72…

Q: 1 y = V5 + cos I

A: We have to find dydx of the given function: y=15+cos x4 We know the formula of derivatives,…

Q: PCtrrminc Arc Lengtn. X= 3 sin(t) y= 3 COS (t)

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Q: 2) Calaulate 2 26) J&-3)(x+1) dx te) Szet de 24) Se* dx

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Q: Tind y'at y = Sin h Cinx) %3D

A: Given that : y= sinh(lnx)  and we find y' or derivatives of y. We know that d(lnx)/dx = 1/x.   Here…

Q: Using the Trapezoidal Rule, an approximate value of 5 V(x + 3x)dx with 5 ordinates, correct to one…

A: Consider the given integral.

Q: DAVAO dx 1. S( ax² + b)²/3 x dx DAVAD 5x - 2x +3 3. dx 2. S(sin + cos) dx x+a x+b 4. S( cos x – sin…

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Q: If y = cos? x – sin? x, what is ? dx dy dy = 2(cos x – sin x) dx dx Option 1 Option 4 dy dy -2(cosx…

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Q: Question dy Using implicit differentiation, find dx 3 cos (2x) sin (3y²) = 1 – 5x Provide your…

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Q: Find dy/dx by implicit differentiation. (sin Tx + cos ny)3 = 58 dy/dx = Need Help? Read It

A: Find your answer below

Q: h. y = arcsin sin (4x?) y = e? sin x + In x (arcsin z) with dz = 4 dx i. -

A: Given functions are  y=arc sin sin(4x2) y=ezsinx+|nxarcsinz With dzdx=4

Q: See the image attached and solve for dy/dx. Kindly show a complete and detailed solution for this.…

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Q: a/4 32. The value of xcos(x') dx correct to three decimal places ( assuming that p = 3.14 ) is

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Q: 2. (x- y cot ) dx + x cst / dy-0

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Q: 1 tegral 2-2 dx eq" others

A: We have to choose the correct option according to the given information

Q: find the most general antiderivative or indefiniteintegral. You may need to try a solution and then…

A: Consider the following integral: ∫2ex-3e-2xdx=2∫exdx-3∫e-2xdx=2ex-3∫e-2xdx Consider the following…

Q: i y = tan-1(x)+ tan-1() dy + 10 dx

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Q: cos E(z) = 2. e of order e of order e of order

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Q: LIS 0 0 √1-2² 0 4z e dx dz dy

A: The integral is given as ∫03∫01∫01-z24zeydx dz dy. The aim is to evaluate the integral. The formula…

Q: find the most general antiderivative or indefiniteintegral. You may need to try a solution and then…

A: The given integral is ∫1x-5x2+1 dx. Evaluate as follows. ∫1x-5x2+1 dx=∫dxx-5∫dxx2+1=lnx-5tan-1x+C…

Q: Evaluate ∭x2 dV, where E lies between the spheres ρ = 1 and ρ = 3 and above the cone Φ = π/4?

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Q: arsualuate the faltowmg integgal dx 4 Sin?x

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Q: QUESTION 1 Find ay/dx?- X = t + sint, y = t- cost

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Q: Find dy/dx in terms of t if x = t – t, y = 2 – 5t dy/dx = %3D

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Q: æ = (f+ a)soɔ Which among the choices is equal to the dy/dx? In your sc - cos(r+y) A)

A: Given: cos(x+y)=x

Q: 1 dx(give work clearly with full explanations) find (2x+5)²

A: We have to find the integral of the given expression   The given expression is    ∫1∞1(2x+5)2dx

Q: dx- In x + CO

A: ∫1xdx=ln(x)Add a constant to the solution=ln(x)+C

Q: dx = ( sin 2y – 2x cot y) dy is ? -

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Q: a*cos (6a*) dr 5. . s(6æ*)dx

A: ∫x2cos(6x3)dx

Q: 4. csc x dy= cot?y dx when X= T, y- %3D

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Q: Find dy/dx of y=1/ (tan-1 x)

A: The given function is: y=1tan-1x

Q: I"y= sin?t+ tant, x=- In(- cost)– e sinr, find the value of y whent=". 4

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Q: (4+sine*)y' =e*(6sec e - ycose"); y(ln 1) = 1/4

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Q: sin y cos(cos y)dy

A: We have to evaluate the integral: ∫sin y coscos ydy In this case we will use substitution method. So…

Q: 1 (s +1)(s² + 1) - cos t + sint) + cost – sin t) Option 1 Option 4

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Q: We know that y dy? arctan (e*+1) so whats the value for dx 1 a) e2a+2 +1 1 Ob) els+1)* +1 Need This…

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Q: Using modified Euler's method; Find the value of y where x=1 with h=0.25 from the following…

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Q: dy If xy? + sin y + arctan(x?) at (1,0)? dx then what is the value of a) – 1 b) 1 с) 0 d) 2 e) – 2

A: The given equation is  xy2+siny+arctan(x2)=π4

Q: TC d) x² sinx dx e) ₁x² Inx dx f) so xe dx

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Q: 7. (1+ 2e"/»)dx + 2e*%» (1-) dy = 0

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Q: dy It is known that dx 2x Starting with x² = -2 + y + 5 cos y , show how %3D 1–5 sin y dy 2x is…

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Q: 6. Solve the initial value problem. ( tan (4y) - 1)dx + | 4x sec (4y) + dy = 0, y(0) = 1

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Q: Please answer completely. Step by step. Evaluate. S arccos x dx

A: I have stated the used formulas in the solution

Q: Evaluate dy/dx for the equation  2 x y = 6  at the given point ( − 3 , − 1 ). Round your answer to…

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Q: dy x- +9- tan-1x = 0 dx

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