(60) Determine if (1 - ) is diagonalizable. You do not need to compuſes and D....
For each of the following matrices, determine if A is diagonalizable. If it is, find a matrix S and a matrix B such that A = SBS-1. You do not need to compute S1. Then find a matrix similar to A3000 6. A= 1-12 6-3 0 0 0 03
For each of the following matrices, determine if A is diagonalizable. If it is, find a matrix S and a matrix B such that A = SBS-1. You do not need...
I need 6(d),7(a) (b) (c) (d). Thank you
in case you can't see the pics.
(a) the NSA 16) (5 ) F o r the RSA SA (d) (5 ) etc) formo CSA) has this w o rth with the RExplain 7. Determine whether each wat is either trofale. If we give justification known fact if Cae, give a comer example (a) (4 points) 2. are vectors of a subpace W of R", then so are all vectors of Span(2.57...
1. Compute the Wronskian for the following functions. Then use the Wronskian to determine whether the functions are linearly independant or linearly dependant. a) {(tan2x - sec2 x),3 (b) le,e,e) 2. Use variation of parameters to find a general solution to 2y" -4ry 6y3 1 given that y 2 and y2- 3 are linearly independant solutions of the associated homogeneous equation. (Hint: be careful the equations are in the right form.) Find a particular solution for each of the following...
Bycalculatingthecharacteristicpolynomial,eigenvaluesanddimensionsoftheeigenspaces
of each map or matrix below, determine if the given map or matrix
is diagonalizable. If a map or matrix is diagonalizable,
diagonalize it (linear algebra)
1. By calculating the characteristic polynomial, eigenvalues and dimensions of the eigenspaces of each map or matrix below, determine if the given map or matrix is diagonalizable. If a map or matrix is diagonalizable, diagonalize it (that is, give a basis consisting of its eigenvectors) The field F over which you consider the...
just focus on A,B,D
1. Homogeneous ODE Find a general solution of the linear non-constant coefficient, homogeneous ODE for y(x) x3y'" – 3xy" + (6 – x2)xy' – (6 – x?)y = 0 as follows. a) You are given that yı(x) = x is a solution to the above homogeneous ODE. Confirm (by substitution) that this is the case. b) Apply reduction of order to find the remaining two solutions, then state the general solution. (Hint: The substitution y2(x) =...
I do NOT need part a. I really need help on b,c,d,and e though!
Thank you
2. Evaluate the line integral where C is the given curve: BE SURE THAT YOU PARAMETERIZE EACH CURVE! (a) ez dr where C is the arc of the curve z = y3 from (-1,-1) to (1,1); (b) 2,2 d_T + y2 dy where C consists of the arc of the circle x2 + y2-4 from (2,0) to (0,2) followed by the line segment from...
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need answer 1-3 answered please
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need problems 1-4 solved please.
You do not need to print this out; it is fine to use your own paper (& ruler). JE07: Given this production function (below), work through the steps to get to "cost curves. This involves DOING production and cost-not just recognizing or guessing/phishing. (Yes, it can be a chore. Spreadsheets can help-but the person using the spreadsheet has to know what they're doing and what kind of results...
please answer immediately
thank you
4. [-/1 Points] DETAILS SCALCCC4 7.1.006. Consider the following differential equation. ry + y = 5 (a) Show that every member of the family of functions y = (51n(x) + C)/x is a solution of the differential equation. (Do this on paper. Your instructor may ask you to turn in this work.) (b) Illustrate part (a) by graphing several members of the family of solutions on a common screen. (Do this on paper. Your instructor...
please type your answer or write your answer neatly!
6. Recall that a second order linear differential equation has the form y" + p(x)y' + g(x)y = g(x), and that initial conditions for such an equation take the form y(20) = yo, y'(x0) = yo, where to, yo, and % are real numbers. (a) State carefully the fundamental existence and uniqueness theorem for such differ- ential equations. (Note: There are many equivalent ways to say the same thing. You need...
need both answered
Problem #1: Find the domain of the function f(x,y)= In(6x2 + 4y + 1). The set of all ordered pairs (x,y) for which: (A) y 2 - 1+62? (B) y > 1*? (C) y s 162 (D) y < -1 * 62? Eys - '*6x? F) y z # +62? (G) y > - Ir? (H) y < 1*6r? Problem #1: Select Just Save Submit Problem 1 for Orading Attempt 1 Attert 2 Attempt Problemes Your Answer...