(b) Find A° fo given that fo = 3, f1 = 12, f2 = 81, f3 = 200, f4 = 100, f; = 8 %3D %3D

Q: fsin a? dx

A: I have appended the formula used in the solution part

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A:

Q: cosysin2xdx – (cos?y – cos?x)dy 0 when y(30°) = 30° %3D %3D -

A: Solution is given below:

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A:

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A:

Q: Q. Find F(s): e-Tt St cos? 3t dt.

A: Q. The given integration is,∫0tt cos23t dt

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A:

Q: Suppose the reactance is 183 and the resistance is 220. Find the impedance and the phase angle

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Q: Find the GS of the following Bernoulli's equation 3. dx - 2хydy %3D 6x3 у?е-2у"dy B.

A:

Q: What is csc a if sec a = -4/3 and tan a< 0? А. В. С. D. 4V7 V7 4V7 V7 - 7. 4. 7 4

A: We need to find cscα if secα=-4/3 and tanα&lt;0? A. -477 B. 74 C. 477 D. -74

Q: y² +4 dy y

A: Explanation of the answer is as follows

Q: What is csc A if sec A = -4/3 and tan A < 0? A. V7/4 В. -(4V7)/7 (4V7)/7 -V7/4 С. D.

A: Use the trigonometric identity, sin2A+cos2A=1 and write sin A and cos A in terms of csc A and sec A.…

Q: Given: y = cos 2ax + 5. find dy.

A: Option 1 is the solution Given,  y=cos(2ax)+5 dydx=ddxcos(2ax)+5      =ddxcos(2ax)+ddx5…

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A:

Q: The equation of motion of a particle is given by s = 4 sin(Ct2 + πt), where C is a constant. Find…

A: To find the velocity of the given function.

Q: The x² – 4 dx can only be evaluated using trigonometric substitution technique . A) True B False

A:

Q: The amplitude of y = sin x is ____________________ units.

A: Topic = Functions The amplitude of y = sin x is 1 unit.

Q: r(t) =(a, cos nut

A:

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A: The given equation is y=sinBx+C

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A: We have the given double integration is ∫0π23∫yπ23ycos(x3)dxdy Here the integration is done first…

Q: || (cos (a2 + y²) dA where D = {(x, y) | 16 < x² + y² < 49} Find SUBMIT A PHOTO OF YOUR HANDWRITTEN…

A:

Q: if y=sin(x), z=cos(x), v=exp(x), where ( -5 ≤ x ≤4) could you plot x,y, z, v as shown below:

A: Graph of y = sin(x): Graph of z = cos(x):

Q: 7. y = x?cos4x

A: "Since, you have asked multiple question, we will solve the first questionfor you. If you want any…

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A:

Q: if y=sin (x), z=cos (x), v=exp(x), where could you plot y, z, v as shown below!

A:

Q: snip

A: To transform the equation Ax2+Bxy+Cy2+Dx+Ey+F=0,  B≠0 into one in x'and y' without an x'y'- term,…

Q: Match the following. C. Internal Tangents B. External Tangents A. Tangent 2. 1. Choose ] B [ Choose…

A: to match the given tangents

Q: Match the equation with its graph. r(t) = cos(at)i + sin(xt)j + t?k, -1 <t< 1 %3D y 4 y 2.

A: The solution of the problem is given in the next step.

Q: f = a W be

A:

Q: Q1: find dx of the following statement: a) y = cos? sec

A:

Q: if y=sin(x), z=cos(x), v=y+x, where (-100 ≤x≤ 100) could you plot y, z, v

A: Given:- we are provided with three functions y,z and v where y=sin(x)z=cos(x)v=y+x=sin(x)+xNow, we…

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A:

Q: a) sin(s+t) = b) tan(s+t) = %3D c) s+t is in the second quadrant

A:

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Q: ds 1 s tan =cSC dt 2 2 2

A: We will find out the required general solution.

Q: TTY Sinz dy dz

A: We have to solve  ∫01∫0ππy sin z dy dz.

Q: cos z dz , where C is z – 1=5. z - 2 Find

A:

Q: cos a V1+ cos2 r dr dy =?

A: In a double integration, the inner differential variable is integrated first. The order of the…

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A:

Q: Find an equation of the form y = ab + c sin r) that fits the data below 2 %3D 1 2 3 y 20 54 160 To…

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Q: • Evaluate y cos (r") dæ dy

A:

Q: Find the acute angle between the lines. Round your answer to the nearest degree. 6x - y = 3, Sx + y=…

A:

Q: The f2e4t sec2e4t dt is {A} = = tan e 4t + C {B} = sec³e4t + C 16 {C} /e4t tan e4t + C {D} et…

A:

Q: Q3- i) Prove that du dx xP ?M=I^ . ii) Find the angle of inclination of the line y+ 2x-4 0.

A:

Q: d'y Find if y = 5 sin x cos r. da2 d'y %3D da2

A: We will solve the following.

Q: At what point does the sine function y = sin x, cross the y axis? O (T, O) O (0,0) O (1,0) O (0,1)

A: Given  function is y=sinx. We have to find the point at which the function y=sinx cross the y-axis.…

Q: If z? = y sin(xy), find at the point (-1, . 1) %3D ду b) 플 +1 d)-플-1 a) - 0.5 c) - 2 e) 0 f) 1 g)…

A:

Q: The ( 2e4t sec² e4t dt is {A} tan et + C {C};et tan e*t + C {B}- sec³e4t + C {D}e*sec® 4t sec3e4t +…

A: First substitute e^4t =u Then simply integrate

Q: A storage room in a bakeshop has its roof inclined and meets the level floor 8 meters from the door…

A: Given: DX=8 m……1DT=3DX……2   Also, Width of tray=1 mHeight of tray=2 m……3   To find: Distance between…

Fundamentals of Trigonometric Identities

Trigonometric Identities are the equalities that involve trigonometry functions and hold for all the values of variables given in the equation.