@@edilmarlulab1981@edilmarlulab1981 using the ready made sol'n and getting substituting the roots. The sol'n is y=(C_1e^Ax)+(C_2e^Bx) where: A & B are the roots. In the guven problem the answer is: y=(C_1)+(C_2e^-4x) where; 0&-4 are the roots of the given Homo LDE.
Much better if you use mode 5 3 of casio 991/570es you can get answer for 2seconds
How?
Prove it
@@edilmarlulab1981@edilmarlulab1981 using the ready made sol'n and getting substituting the roots. The sol'n is y=(C_1e^Ax)+(C_2e^Bx) where: A & B are the roots.
In the guven problem the answer is:
y=(C_1)+(C_2e^-4x) where; 0&-4 are the roots of the given Homo LDE.
how
Nice helpful video sir....
Thank you!
Good material
The wrong choice is highlighted. Zero is a solution of the characteristic polynomial.
The correct one was highlighted too. You can see it if you watched the video til the end. Have a good one, sir.