x² ¹ +4x²+1 x6 +2x4+x² -dx

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Q: Find the volume of the region E bounded by the paraboloids z = x² +₁² and z = 72 - 7x² - 7x².

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Q: MATHEMATICS 9 5TH MODULE NAME: Meloupe Grace M. Alburo THE DISCRIMINANT Exploring Math You have…

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Q: 2. Solve the outgoing signal problem Utt-c²uxx=0, x > 0, -∞0 <t<∞0; ux (0,t) = s(t), -∞0 <t< 00,…

A: From the above details we have,

Q: 2. Solve the outgoing signal problem Utt- c²uxx=0, x > 0, -∞0 <t<∞0; ux(0,t) = s(t), -∞0 < t < 00,…

A: From The above details we have.

Q: -20 -10 -10- -10- -20- (0,-16) 10 20

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Q: Find the Wronskian of two solutions of the differential equation t²y" — t(t − 3)y' + (t − 6)y = 0…

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Q: Estimate the area of the shaded region in the graph by using the Trapezoidal Rule with n=4. A Select…

A: Trapezoidal Rule:-  Area = ∆x2fx0+fx1+fx2+......+fxn  Here, ∆x denotes step size. Given graph is…

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Q: 1. Write an expression for the evaluation of the integral sin x² dx by the trapezoid rule using n =…

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A: Graphically the region is,

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Q: O O O O 11 Which of the following CANNOT be a subgraph of the graph G?( €2 VI UI €2 vo Graph G (a)…

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Q: b) (D² +₁²) x = a sin(n+ +2), where x= D X = O X=DX = 0 at t=0

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Q: nd the standard polar form of cos +50 sin + √6 cos+j√6sin+√15 cos- j√15 sin T cos ²7+j24 sin 3…

A: The standard form of z=r cosθ+i rsinθ z=reiθ Where,  r=r2cos2θ+r2sin2θ and θ=cos-1rsinθrcosθ

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Q: 9 37) Solve the following simultaneous linear D.E. 10 =0 [D - 1 D+9 = 2D + 9]

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Q: Q (x) 400, Use the graph of f'(x) to discuss the graph of y = f(x). Organize your conclusions in a…

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Q: List the first six (6) terms of each of the following sequences.  an=2(3n)+3, where n=1,2,3,……

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Q: For the graph represented by the drawing below, find all edges that are incident on v1. ez e₂ VI…

A: We have to find all edges that are incident on v1.

Q: The region bounded by y = 7x - x² and y = x about the line x = 6.

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Q: Do the functions y₁ = cos3t and y₂ = sin3t constitute a fundamental set of solutions of the…

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Q: 4) 4 6 9 0 0 5 3 -3 2 -2 X2 01 X3 5- 0 = 44 66 124

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Q: 10 D+21 [D+3D+3] {x} = {2}

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Q: * Use the chain rule to find the derivative of

A: Given,        w = xy Here,         x=tan(t),   y=csc(t)

Q: r = sin(20) r = 7+ 6 cos(8)

A: Follow the steps.