Consider the linear system A₁ = №₁ ÿ₁(t) = ÿ' a. Find the eigenvalues and eigenvectors for the coefficient matrix. [ = = 12 [3] ÿ. and X2 = V₂ b. For each eigenpair in the previous part, form a solution of ÿ' = Aÿ. Use t as the independent variable in your answers. and ÿ₂ (t) c. Does the set of solutions you found form a fundamental set (i.e., linearly independent set) of solutions? Yes, it is a fundamental set

Q: Solve for X. X = --x-17] X = I.

A:

Q: Solve for x (5x + 4)'75 = 128

A:

Q: Solve for 91- = 320-5.

A: Solve by logarithmic

Q: (12) Solve for X 12 % X 10

A:

Q: Solve for x: 3* = 23

A: Given, 3x = 23  We have to solve for x.

Q: Solve for x in -1-4 30 XT. = -10 X = = -2-54 1 -2 XT. 2-4-4 -24

A: Given the matrix equation:[−13​−40​]XT=−10[−22​−5−4​4−4​]+[1−2​−24​]XT Let's denote the left-hand…

Q: solve for x 1,8x65(0.18-x)x

A: The equation has 2 solutions i.e. x1 = 0,        x2 = 9/50

Q: Solve 23x. 77 5x 4.2

A: Here the given problem is,              23x=4×25x We need to find the value of x.

Q: 6. -8310 – 4310

A:

Q: 9(10*-2) = 34. %3D

A:

Q: 3.2 H.

A:

Q: Solve 1.12 x 10-11 / 2.23 x 10-12

A: The final answer is 112/223 Which is approximately 0.502242

Q: solve it in 4 steps

A: A container with square base, vertical sides, and open top is to be made from1000 ft2 of material.…

Q: Solve  x - 0.001x = 9990

A: Given expression is: x-0.001x=9990

Q: Solve on 了

A: Given an inequality shown below. Here we need to perform operations such a way that we need make x…

Q: If 2 = 100.301 and 3 =100477, solve 10* = 12 for x.

A:

Q: 35 2x 21

A: Given information:

Q: Solve for X. X = -8 X = I.

A:

Q: 7. Solve: 3 = 2 x-1 + 5 x+1

A:

Q: Solve -5 -2 x = [²5 ²3²] * 31 x x' 8

A:

Q: "X" is the opposite side in the figure. Find the opposite side/solve for x..

A:

Q: 7. Solve for x. 50 (12x-25) 96

A: Since you have asked multiple questions in single request so we will be answering only first…

Q: Solve 22 - 5- 2" +6 = 0.

A: