Sketch the curve y = x/(x² – 9). Enumerate the steps in your solution.

Q: f A = - Gaxt 8 9y + 59r and Ux + 8Uy+6 Findie scalar projections of A on B. • vector projection óf…

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Q: 2+3i 2.) + (8i – 6)(-3 + 14i) 3i(1-5i)

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Q: 1 s(s² + 4)

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Q: Determine whether S is a basis for P3. S= {5 – 3t2 + t3, -4 + O is a basis of P3. t2, 3t + t?, 5t}…

A: Given S = 5 - 3t2 + t3, -4 + t2, 3t + t3, 5t

Q: Use Stoke's theorem to compute the integral SL(V × F) · n dS, where F(x, y, z) = (xz, yz, xy) and S…

A: We have to compute ∬(∇×F)·n dS , where F(x,y,z)=(xz,yz,xy) and S is the portion of the sphere…

Q: (3x²+ 2y²)dx + 2xydy=0

A: According to guidelines here solution of only firt question

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Q: Number 1 only

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Q: Be sure to show your work for the following questions. (a) Find the range of y = 2x2 + 6x – 4; (b)…

A: (a) To find: range of y=2x2+6x-4. (b) To find: the formula of a quadratic polynomial that passes…

Q: A particle moves in a straight line with a velocity of v' (t) = /3t –1 meters per second, where t is…

A: Simpson 38 rule…

Q: Find the Solution (1+r2) ds + 2t[st²- 3(1+12) 2jdt = 0; when t = 0, s = 2. %3D

A: The differential equation of the form, dydx+py=Q is named as linear differential equation. The…

Q: Question 1 Find the solution. (4D3 + 4D2 + D)y = 0

A: Given (4D3+4D2+D)y=0 Change to Auxiliary Equation 4m3+4m2+m=0

Q: What is L 2. s² -7 s -36 cosh 3t +sinh 9t 3. B. cosh7t +sinh 6t C. 5cosh 10t + sin 2t D. s 31 +sin…

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Q: Graph the region D indicated by 4 < x +y< 49. Select item then click graph to add 10 Reset • Point /…

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Q: (D 3)²y = e*.. %3D

A: Since you have posted multiple questions and we can answer one question. So, answered the first…

Q: The velocity (in m/s) of a moving particle is a function of time (in seconds). The table below…

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Q: 2. A clothing store wants to stock sweatshirts that come in four sizes (small, medium, large,…

A: according to question, a store wants to have four different sizes small -Smedium - Mlarge - Lx-large…

Q: Find the cube root of unity using De-Moivre's theorem and apply the same theorem to find the square…

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Q: Integral Calculus application In a 4-D Euclidean plane, vector u = (a, b, c, d). In a 3-D space,…

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Q: L{2et – 4e4 } O 2(s-6) 52-6s+8 O2 (6-s) 52-6s+8 s-6 82 6s+8 (s 6) 2 6s+8

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Q: Use the Runge-Kutta method to solve the equation y" = xy' +y for x= 0-0(0-2)2-0 given that at x = 0,…

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Q: (1) Consider the Gaussian kernel of the form 1 p(x,t) = V2nt Show that p(x, 0+) = 8(x). Remark 0.1.…

A: First the standard definition of the Dirac delta function is defined. Then, limit of the Gaussian…

Q: Determine the z-transform of the following sequences using the z-transform table and the z-transform…

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Q: . Let E be a measurable set with m(F np with ISp <∞. Further if Lim (E) then lI f llo = %3D

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Q: Find an equation of the sphere satisfying the given conditions. a. It is concentric with the sphere…

A: Under those conditions no sphere is possible. Find the details below.

Q: 1 Find x in the figure. 2х-10 x-35 B. 2. What are the measures of the following angles? a. ZA b. ZB…

A: 1)  The sum of all interior angles in a quadrilateral is 360° The given figure ABCD is a…

Q: 1. Solve the given the equation using the integrating factors found by inspection. yӑx + (x +…

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Q: Using the priority list T6, T3, T7, T2, T5, T1, T9, T3, T4, schedule the project below with two…

A: Given the table Task Time required Predecessors T1 9   T2 12   T3 3   T4 7 T1 T5 10…

Q: Find the Fourier series of, - 2 < x< -1 f(x) = }-2 -1< x<1 1< x< 2

A: We have to find the Fourier transform of the given function.

Q: Question 6 Show that every idempotent matrix is non-negative definite.

A: 6  We have to show that every idempotent matrix is non-negative definite. Definition of idempotent…

Q: 06. Suppose V is an inner product space, and let U,, U, be two subspaces of V satisfying dim (U,) <…

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Q: Simplify the complex numbers and express your final answer in polar form z = r(cos0 + isin0):

A: Complex number in polar form

Q: Q1: There is a factory working to produce two pump types (X, Y), by using four parts ( A, B, C, and…

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Q: 7. An initial deposit was placed into a crypto-account that accrues interest compounded…

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

Q: Show that the dictionary order topology on the set R x R is the same as the product topology Rd × R,…

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Q: (1) Let K be a finite extension of Q. Show that K contains only finitely many roots of unity.

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Q: 2.) f (t) = (t2 – 3, le3t, 0 12

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Q: For a, b, c, d e R, show the following. (a) If a >b and c> d, then a +c>b+d.

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Q: 1. Find the area in the first quadrant bounded by f (x) = 4x – x² and the x-axis.

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Q: *3. The following function is positive and negative on the given interval. f(x) = 9- x2; [0,4] a.…

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Q: a) Using the binomial theorem of Neieton , express (x00 In fonction of the monomials b) Find the…

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Q: The z-transform of x(n) is X(z) = 1 + 2z-1. Find the z-transform of (1/2)"x(n – 2). 0.33(z2 -z) b.…

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Q: Solve the following ODE. 3y(x) +4y(x)– 4y"(x) = 8 ,(3)

A: As per Bartleby policy we can only answer one question  Hope you understand

Q: Solve by theorems of linearity and translation. f(t) = cos t + sin t

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Q: 2. Find an equation of the sphere satisfying the given conditions. a. It is concentric with the…

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Q: ) xy²dx + y³secx dy = 0

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Q: Find the orthogonal trajectories of the given family of curves. Draw a few representative curves of…

A: For the solution of the problem follow the next steps.

Q: 12 + 2s – 5s2 s4 A. f(t) = 12t3 + 2t2 - 5t C. f(t) = 2t3 + t2-5t B. f(t) = 2t* + t3 - 5t2 D. f(t) =…

A: We have to find the Laplace transform of 12+2s-5s2s4

Q: 5. Find the polynomial P2(x) that approximate the function Ax)=sin(x) over the interval [0, 7/2].…

A: Here we use Newton's Divided Difference.

Q: Evaluate the ff. Given: A 1 -1 1 -1 2 3 2 0 y 1 1 -2 4 3 4 1 1 1 -1 find: a. Transpose of matrix A…

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