Save & Exit x Water & Disc 11/16 method 00:00 Let R be the region in the first quadrant bounded by the y-axis, the line y = 2, and the curve y = 2√√x. What is the volume of the so formed by revolving R about the y-axis? A 0.500 B 0.898 C 1.571 D 23.937 Submit

Q: 3 >(5 + v4i) i=0

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Q: 2.4 Solve for x: a) In(x + 1) = 9 b) 3e - 1 =

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Q: ifZ=5-V2i the absalutevalue is.

A: Given:      z=5-2i    Absolute value of complex number a+bi=a2+b2    here a=5,b=-2

Q: Define the Error in the Euler Method ?

A: To Define: Error in the Euler's method.

Q: State and informally explain the Fundamental Theorem of Calculus 9.

A: Fundamental Theorem of calculus

Q: Use De Moivre's Theorem to find the fourth root of Z = 8i(3 + v2).

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Q: Let feC-2,2], fo-o. Prove that Max -2

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Q: Evaluate √16-x² dx

A: ∫16-x2dx

Q: Solve number 3

A: The rules of inference is written in respective lines that has been used in the proof.

Q: e start at (0,0) and want to reach (6, 8). How many ways can we do this, assuming that we can only…

A: To determine the number of ways we can reach the point (6,8) if we start from (0,0).

Q: a + I)V+ 2

A: To evaluate the given integral

Q: let it be w=in (ertete te) Prove that In Wrstu = -6er+s+t+U=4W

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Q: gcd(a,b) = (a+b, lcm(a,b))

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Q: a) Solve y" thy=2e?+xsin2x

A: note : as per our guidelines we are supposed to answer only one question. Kindly repost other…

Q: 12. Evaluate the surface integral JJ, F ·dS for the vector field F(x,y,z)=(-x,-y,z'), where S is the…

A: This is the problem of multivariable calculus, surface iuntegral.

Q: (2) Find all the numbers z such that elz = 10i.

A: Consider the given. eiz=10i

Q: I SHOWED ABOVE THAT SOLUTION IS INCORRECT TRY AGAIN

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Q: y=

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Q: Find all solutions of the equation in the interval [0,2pi ). costheta =0.6002.

A: Equation : cos θ=0.6002Interval : [0, 2π)

Q: Solve it correctly Q)x^4 + x^2 +1=0

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Q: This proof requires 3 steps. 1. E v F

A: Given:  E v F

Q: Apply five decima1 place rounding in all calculations. The questions that follow are based on the…

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Q: Cannot solve

A: Given

Q: 2 1 ri - 5x3 + 6 = 0

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Q: 2. Show that Re(iz)=-Im z. 3. Show that Re(iz)=-Im z.

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Q: (7) If x < 0 then 1/x < 0. (8) If 0<x<y then 0 <1/y < 1/x

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Q: 4. x-2x + 1 = 3 Iting expression as a

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Q: 4. Solve the equation z3 + 8i = 0

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Q: tCt) = 2t (ARCCOrt) + In Sitt2 2, %3D

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Q: Solve number 2

A: Using rules of inference the proof is given below. Rules are written in respective rows.