I need help understanding how to solve numbers 1 and 4. Thanks!

Hi, I found you on Chegg and again on here with your help on others. You seem very knowledgeable, I was wondering if you can help me with this project. I have attached the description and the two

As a spring is heated, its spring constant decreases (see the figure). Suppose the spring is heated to that the spring constant at time t is given by k(t)=6-t (N/m). If the unforced mass-spr

y””‘ 2y”” 2y”‘+4y” +y’ 2y = 8t^3.

In each of problem 1 through 2, (a) find the indicial equation, (b) determine the appropriate form of two linearly independent solutions, and (c) find the first five terms of each of two linearly ind

y”‘-13y”+42y’=60e^x, y(0)=27, y'(0)=12, y”(0)=11 y(x)=?

Need questions answered asap! Please help as much as possible!

Hi, So my price is $15, i have to get full credit. Thanks you

x’=Ax=(1 0 0 ) x(0)=(1) ( 2 1 -2 ) (2) ( 3 2 1 ) (3 find the solution to the IVP and describe the behavior of the solu

Hi, Can you help me again? Do you remember that you solve my final exam? Now, the problem 5 (b) is changed. Thus, Can you solve Problem 5 (b) again? I post your solution and new problem 5