please show all work Directions: Show all work. No credit can be given without proper justification....
Name: SHOW ALL WORK FOR PROPER CREDIT!! 1. Given the simultaneous equations in terms of Vi and V2. Perform the necessary algebraic manipulation to put the two equations in a matrix form and then solve for V1 and V2. (10 points) V1 - 12 +2+1 + V1 - V2 = 0 V2 - v1 + 2 - 4 = 0 V-12
Show all work. Answers without adequate justification will not receive full credit. 1. 12 pts Find the derivative of each of the following. You do not need to simplify your answer. a. f(x) = (2(lnx) + 1)5 b. g(x) = ln(x31x + 1)
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Clearly and neatly show all work for each problem. Solutions with no w credit. 1. Solve the following initial-value problem. X'=(123), x(0) = (4) 2. Solve the following initial-value problem. X'=(-2 ->)x, X(0) =
DIRECTIONS: Work the problem. You must show all work to receive credit, and you must return this sheet, Be sure to explain carefully your answers and show your work in a neat and organized manner. The problem is worth 20 points. A student studying centripetal forces and accelerations did the experiment using unknown values for the mass of the accelerated block mb, the added mass ma, the speed vo, the radius ro, and the force Fo. The student used ma...
Please show all work, the directions is on the first
pictures. Please show all steps, thanks!
Draw detailed and appropriate cash flow diagrams for each problem, and use the EE Equations to solve each problem. Show and explain all work. Factor Name Formula Converts to Fgiven P to P given F to A given F to A given F to F given A to P given A Symbol (F/P, i%, n) (P/F, i%, n) (A/F, i%, n) Single Payment Compound...
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What proper angle corresponds to the following directions? a) 20 degrees south of east. b) 52 degrees east of north. c) 56 degrees west of south.
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Question 14 5 pts Use the Laplace transform to solve the given initial-value problem. y" + 4y=f(t – 2), y(0) = 1, y (0) = 0 Oy(t) = cos(2t) + U (t – 2) · sin[2(t – 2)] Oy(t) = {U (t – 2) sin(2t) Oy(t) = {U (t – 2) sin(2(t – 2)] Oy(t) = cos(2t) + U (t – 2) sin(2t)
Can someone please explain how to solve the problem below? I
keep getting the answer incorrect.
(13 points) The random process X(t) consists of the following two sample functions which are equally likely: x(t,sı)=e", x(t,82)=-et Determine the mean and autocorrelation function of X(t), and also determine whether X(t) is wide sense stationary. (Note: no credit will be awarded for correct guesses without justification).
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Consider the initial boundary value problem (IBVP) for the 1-D wave equation on a finite domain: y(0,t) 0, t > 0 t > 0 y(1,0) f(x) where f(x) =-sin ( 2 π-π (a) Plot the initial condition f(x) on the given...
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3 points -5 3 7 Consider the initital value problem - x, x(0) 2 -10 0 The smaller eigenvalue is וג- The bigger eigenvalue is X2- The general solution can be written as xC1 The solution of the Initial Value Problem is eit+ x