Toronto Math Forum
MAT2442020F => MAT244Test & Quizzes => Quiz 1 => Topic started by: Rurui Huang on September 25, 2020, 09:39:54 AM

Hi, everyone. Here is my solution to this question:
Find the general solution of the given differential equation, and use it to determine how solutions behave as t → ∞:
y' + y = te^(t) + 1

Hi, this is my answer to quiz 1 in section 6101.

Hi guys, here is my solution for the quiz problem:
Solve the given differential equation:
dy/dx = [xe^(x)]/[y+e^y]
I solved it using separable method

Hi everyone. This is my solution for the quiz1.