t² cosh 8t

Q: ) Solve the following differential equation: -2 1 d'u 1 -2 1 u dt2 1 -2] | with u(0) = (0, 2v2,0) &…

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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: | Find the rate of change m for -3x + 4y = 14 %3D Find the rate of change for (8,6) and |(10, -2) in…

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Q: Problem 1: The joint probability mass function of X and Y, p(x,y), is given by: p(1, 1) = 1 9 p(2,…

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Q: A function f(x) passes through the points (15,24). (18,37). and (22 Use this to approximate the…

A: Given, a function f(x) passes through the points (15, 24), (18, 37), and (22, 25).

Q: In Pascal's Triangle, which row sum of 33,554,432? Express as a single term in Pas Triangle in the…

A: Note- Since you have posted a question with multiple sub-parts, we will solve the first three…

Q: An equation of the form F(x)=f(x) has roots which corresponds to the intersection points of the…

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Q: se Lagrange multipliers to find the indicated extrema of f subject to two constraints, assuming that…

A: Given: f(x,y,z) = xyz and x+y+z = 28 , x-y+z =4

Q: Solve the value of the variables using Gauss Elimination with checking. Write the values of the…

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Q: A car loan with a face value of Php1,300,000.00 has to be purchasedwith a downpayment so that a…

A: Given that Face value of car is Php 1300000.00 Monthly payment is Php 1500.00 Time t=5 years=60…

Q: 3- Evaluate the integrals: 2. L'w 1. 3) dx 2r + 3) dx | 3. 4. 299 đx (& + 3)4 dx

A: According to Bartleby answering guidlines do first three subparts,.

Q: 1. A college freshman must take a science course, a humanities course, and a mathematics course. If…

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Q: Q.1. (a) Show that 1 -a? 14P Dreve thot

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Q: Proposition 82 (Ex4) Prove: For each integer a, a = 1. if a? = a, then a = 0 or %3D

A: Let a∈ℤ, ℤis the set of all integers. Let a2=a subtract a on both sides ⇒a2-a=a-a ⇒a2-a=0…

Q: Determine the z-transform of the sequence x(n) = 3"u(n – 3) using z-transform properties. Express…

A: We find Z- transform of x(n)=3nu(n-3).

Q: Proof of CRT ( for two moduli) We must proue that f: Zm,m Zmx Zm given by m,) is a bijecdion.

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Q: Let S be the solid obtained by rotating the region shown in the figure about the y-axis. a = 9 b = 1…

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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: Consider the function on the interval (0, 2e). Ax) = x - 2 sin x (a) Find the open intervals on…

A: Relative Maxima and minimum using first derivative test

Q: Write the expression below in the form (a + b)ª 1296x'? – 4320x®y² + 5400x*y* – 3000x'y + 625y

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Q: Question 2 Let r, y ERt with x < y. Show that y-l<x-1.

A: We have to prove that the given inequality.

Q: O1: find the root of the following equation, x3 = 20 using Bisection method with X=1, xu=4, conduct…

A: Let, f(x) = x3 - 20. We try to find root of f(x) = 0, by bisection method with initial interval…

Q: What is the z transform of x(n) = 1, 0 <n<5 a. z1 + z2 + z3 + z4 + z5 b. z+1 +z1 + z-2 + z3 + z4 1+z…

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Q: Q1. Solve the following linear system using Gauss elimination method: 3x + 9y +3z = 3 a + 3y +3z = 2…

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Q: 3. x'sec'ydy – (1– 2x²tany)dx = 0 4. dy – (x - y + 1)°dx = 0

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Q: f"(t) = f(t), ƒ(1) = 0, f'(1) = 1. We also know |f(t)| and |f'(t)| are bounded above by 3+1 over the…

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Q: (a) Let D: P3 → P3 be the differentiation operator. Find the kernel and range of D. (b) Let M22 be…

A: Let V and W be two vector spaces and T : V→W be a linear transformation. Then    the kernel of T is…

Q: If z/w = 6 - j8 when z = 22 + j4, what is the argument of w?

A: To find The argument of w.

Q: Evaluate all the roots of the equation: z* +1 = 0

A: Given equation is z4+1=0. We have to evaluate the all roots of the given equation. Subtract 1 from…

Q: 10. Let ø: Q(V2) → Q(/2) be the map given by ø(a+bv2) = a-bv/2. Show that is a Q-linear field…

A: Given :  ϕ : ℚ(2)→ ℚ(2)  be a map defined by ;  ϕ(a+b2) = a-b2. To prove :  ϕ is a ℚ-linear field…

Q: Give the augmented matrix for the following system of linear equations. -3x1+10x2-6x3-4x4+8x5 = -4…

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Q: 3. Find the orthogonal trajectory for the family of straight lines passing through (3,-5).

A: We have to find orthogonal trajectory for the family of straight lines passing through 3,-5

Q: Calculate a root of: f(x) = 5x³ – 5x² + 6x – 2 Using bisection method, with guesses [0 ,1]. Perform…

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Q: How many ways can you arrange the letters in the word Toronto if you must begin with a T and end in…

A: Given Toronto We have to find number of ways for arranging letter.

Q: Find the distance from the point (2, 1, –1) to the line z = 2+ 2t, y = 1+ 6t, z = 3. Lütfen birini…

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Q: Find the future value for the ordinary annuity with the given payment and interest rate. PMT =…

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Q: (a) A qubit with an initial state |0) is subjected to a RyG) rotation followed by a R,) rotation.…

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Q: Find the Eigenvalue and its corresponding Eigenvector. Show your solution on a paper.

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Q: 2. (3+j4)(6+)7) convert to polar form (Az0) Hint: x = en(x)

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Q: Use the method of false position to find the fourth root of 32 correct to three decimal places

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Q: What is the z transform of h(n) h(n) = (1/2)", 0<n<3 Lo, 0, elsewhere 1+ (1/4)z2 + (1/8)z³ 1 +…

A: We have to apply the z transform properties.

Q: Find the fourth degree Taylor polynomial, T4(x), for f(x) at 5. f(x) = 4 In(a - 4) + 1

A: We find the fourth degree Taylor polynomial T4(x), for f(x)= 4ln(x-4) at x=5.

Q: dx + 2– + x = u(1) x(0) = x'(0) = 1 dt

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Q: Q3. Use the method of false position, to find the fourth root of 32 correct to three decimal places.…

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Q: ple to nnd (8) for the given finction. b. f(t) = e" sinh?t.

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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: Determine the first three nonzero terms in the Taylor polynomial approximation for the given initial…

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Q: 1の4--9 aub FVAM ATを l0gb logA 164 こ てレフ)

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Q: [5 A -1 3 1 (a) Write down the general solution of the system da = Aã. (b) Say whether or not we…

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Q: finite extension

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