Problem 1: Using the bad SVD algorithm, find an SVD for A by hand: 1 1 1 A = -1 0-2 12 0 please show steps
Q: QUESTION 3. Use a power series to solve the differential equation y' = -3x²y, with initial condition…
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Q: and find the corresponding eigenvector.
A: λ is an eigen value if we have Av=λv for some v non-zero.v is called eigen vector.
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Q: Solve the given differential equation by separation of variables. dy xy + 5x - y -5 dx xy - 2x + 6y…
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Q: Using the Cauchy-Riemann Equation. f=u+iv calculate the value of the function for the point z=-1
A: To find: Value of f at z=-1, where f=u+iv.
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A: Introduction: By altering the variables, the multi-integrals can be simply integrated. Transferring…
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Q: Inventory Control Jesaki Publishing sells 50,000 copies of a certain book each year. It costs the…
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A: It is provided that: The initial state matrix: M0=0.250.500.25. The transition matrix: T=0.10.80.1…
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Q: How do you do the Script below?
A: note : As per our company guidelines we are supposed to answer ?️only the first question. Kindly…
Q: Let x, y, z be propositional variables, and let P and Q be the following compound proposi- tions: P:…
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Q: We consider an interesting consequence of the closed graph the- orem. A linear map P from a linear…
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Q: 26. Show that the function has removable discontinuity at the origin (sin 2x 2x f(x) = if x = 0 if x…
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Q: 3. Problem 3: Polynomial Interpolation There is a polynomial P of degree 3. You are given that P(0)…
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Q: a. f(t) = 5tet + 2e-³t cos(4t)
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Q: (c) y 8 2 (0, 1) y = e (2, e²)
A: We can use parametric form to find line integral .
Q: Consider the following. w = x cos yz, x = s², y = t², z =s - 2t (a) Find aw/as and aw/at by using…
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Q: Please
A: We find required Inverse Laplace Transform.
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Q: I For the area bounded by the given curves: Area under the first arch of the curve y = sinx Fund: a)…
A: Note:- As per our guidelines, we can answer the first part only as exactly one is not mentioned. For…
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Q: Q8. Find the equation of the plane passes through the point (1,2,3), parallel to the vector…
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Q: uestion 1. Solve the initial-value problem: (4xy - y - 3y² sin x) dx + (-2x + 4x² +9y cos x)dy = 0,…
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Q: please
A: We use Elementary operations to find required determinant of A. And we use the properties of…
Q: 8. In the diagram below, the floating ball has a specific gravity of 0.6 and has a radius of 5.5cm.…
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Q: 12) Check whether i) T: R³ ii) the following maps are open. R², x = (X1, X2, X3)→ (X1, X3) T: R³ R³,…
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Q: 13.9y" +12y + 4y = 0, y(0) = 2, y'(0) = -1
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Q: Q10) Find the distance between the origin and the intersection line of the planes: 2x+y+z=2 and…
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Q: B. For the system of linear equations below, solve for the values of w,x,y,z 6w-2x-z=5 6x - 5z = 1…
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Q: Suppose that A and B are n x n matrices, where B is nonsingular. Prove that the determinant of BAB-¹…
A: We use properties of determinant.
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Q: Find the absolute maximum and absolute minimum values of the function, if they exist, over the…
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Q: 1 = (3, -2, f(t)= -0.1+ ≤ t ≤ 0.1- 0.1+ ≤ t ≤ 0.4
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- When we divide a polynomial P(x) by a divisor D(x), the Division Algorithm tells us that we can always obtain a quotient Q(x) and a remainder R(x). State two forms in which the result of this division can be written.Suppose that the check digit is computed as described in Example . Prove that transposition errors of adjacent digits will not be detected unless one of the digits is the check digit. Example Using Check Digits Many companies use check digits for security purposes or for error detection. For example, an the digit may be appended to a -bit identification number to obtain the -digit invoice number of the form where the th bit, , is the check digit, computed as . If congruence modulo is used, then the check digit for an identification number . Thus the complete correct invoice number would appear as . If the invoice number were used instead and checked, an error would be detected, since .I got 1 = 89(9) - 20(40) through Euclide Extended Algorithm. I would like to get one more variation of 89(x) - 20(y) with different numbers in it (not 9 or 40). Which calculations should I perform to get my answer?
- Apply the backflow algorithm to the digraph below T9 (6) T5 (12) T1 (3) T6 (10) T8 (4) T10 (5) Т2 (2) End ТЗ (8) T7 (9) T4 (11) Task 5 has a critical time of Task 2 has a critical time of6. Let p(x) = 3x* + 7x² + 4x +1. (a) Write the polynomial p(x) in the telescoping form, showing each step of the factorisation. (b) Evaluate the polynomial p(r) when x = 8 by completing the following memory table for Horner's algorithm (add more rows if needed). Hint: first identify N, x and the coefficients A(0), A(1), ..., A(N). Instruction KN-K A(N-K) S 1. S+ A(N) 2. For K = 1 to N a. S+ x*S+ A(N-K)|1 (c) With no calculation, convert 307418 to base 10, and explain why your answer is correct.What is the largest n for which one can solve within 3 minutes a problem using an algorithm that requires f(n) bit operations, where each bit operation is carried out in 10-12seconds, with these functions of n?
- Suppose you have two egg-timers (hour-glasses) — one measures in 32-minute intervals, and the other measures in 12-minute intervals. • Use the extended Euclidean algorithm to obtain an equation that explains how you could time a 8 minute egg with these two timersInformation about ocean weather can be extracted from radar returns with the aid of a special algorithm. A study is conducted to estimate the difference in wind speed as measured on the ground and via the Seasat satellite. To do so, wind speeds (miles per hour) are measured on the ground and via the Seasat satellite simultaneously at 12 special times. The data is shown in the following table. The table also shows the difference between the wind speed on the ground and that via the Seasat satellite at each time, as well as some summary statistics. Difference Time Ground (x) Satellite (y) d = x – y 1 4.46 4.08 0.38 3.99 3.94 0.05 3.73 5.00 -1.27 4 3.29 5.20 -1.91 4.82 3.92 0.90 6. 6.71 6.21 0.50 7 4.61 5.95 -1.34 8 3.87 3.07 0.80 9. 3.17 4.76 -1.59 10 4.42 3.25 1.17 11 3.76 4.89 -1.13 12 3.30 4.80 -1.50 d = -0.41 Sd = 1.144. [Ocean Weather] Information about ocean weather can be extracted from radar returns with the aid of a special algorithm. A study is conducted to estimate the difference in wind speed as measured on the ground and via the Seasat satellite. To do so, wind speeds (miles per hour) are measured on the ground and via the Seasat satellite simultaneously at 12 special times. The data is shown in the following table. The table also shows the difference between the wind speed on the ground and that via the Seasat satellite at each time, as well as some summary statistics. Difference Time Ground (x) Satellite (y) d= x – y 1 4.46 4.08 0.38 3.99 3.94 0.05 3 3.73 5.00 -1.27 4 3.29 5.20 -1.91 4.82 3.92 0.90 6 6.71 6.21 0.50 7 4.61 5.95 -1.34 8. 3.87 3.07 0.80 3.17 4.76 -1.59 10 4.42 3.25 1.17 11 3.76 4.89 -1.13 12 3.30 4.80 -1.50 d = -0.41 Sd = 1.14 It is claimed that the wind speed measured on the ground is lower than that measured via the Satellite on average. Set up your hypotheses to test this…
- max 6x1 – 5r2 + 13 s.t. – r1 – 2x2 + 2r3 –30 I1 >0 I3 urs (a) Convert the LP to standard form. (b) Perform the first two iterations of the Simplex algorithm. Clearly indicate the enter- ing/leaving variables and the basic feasible solutions you find.According to the Master Theorem, what is the run time of the algorithm described by the function T(n) - 4T () +e(nº")