Consider the Initial Value Problem dx dt - [*]**-[1] (a) Find the eigenvalues and eigenvectors for the coefficient matrix. X₁ -1-20₁- [8] and A₂-1+2/0₂ (b) Find the solution to the initial value problem. Give your solution in real form. x(t) 181 Use the phase plotter pplane9.m in MATLAB to help you describe the trajectory: Spiral, spiraling inward in the counterclockwise direction 1. Describe the trajectory. B [8]

Q: WOW THANKS! Can you help with question 18 too? I realized I already answered 20 after i sent it

A: Here is the solution:

Q: 33. 2 ²² = ( ² ) ² + ( ² ) ² 4 8

A: (29) Given x2+y2-z2=1 n

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Q: Consider the following. u 3 (-4, =(-4, 6), v = (1, 1) (a) Calculate projy u.

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Q: The answer "6" for the last input is incorrect here, please recalculate.

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Q: Hi, I think you misread the question, sorry

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Q: Thank you!!

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Q: answer

A: Please refer to the image below

Q: I put 2 solution but I could be wrong

A: Number of solution is 2..

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Q: I don't understand why c1=0 and not c1=u0. Can you please explain it to me. Thank you

A: U(0,t)=u0, we can not use X(0)=u0. But when U(0,t)=0, then for U(x,t)= X(x)T(t),  U(0,t)=…

Q: Please help me answer

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Q: I did exactly as this question did and I end up getting 4946.16 in my calculator. I did 3000e0.05*10…

A: Note : The formula used is wrong . See the below picture for detailed solution.

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Q: What is 8! Simplified? I've never seen this with an explanation mark.

A: ! This mark represents Factorial.