Skip to navigation (Press Enter)
Skip to main content (Press Enter)
Home
Threads
Index
About
Math Insight
Page Navigation
Top
To create your own interactive content like this, check out our new web site
doenet.org!
Simple linear differential equations practice
Name:
Group members:
Section:
What is the solution to the following dynamical system? \begin{align*} v'(t) &= -7.4 v\\ v(0) &= -4.3 \end{align*} $v(t) =$
Consider the differential equation \begin{align*} \diff{ y }{ t } &= 8 y. \end{align*}
What is the general solution? (Use $C$ for any arbitrary constant.)
$y(t) = $
What is the specific solution for the initial condition $y(0) = 4.2$?
$y(t) = $
Find the general solution to the differential equation \begin{align*} u'(t) &= 6.7 u. \end{align*} Use $C$ for any arbitrary constant.
$u(t) =$
Thread navigation
Math 201, Spring 2017
Previous:
Review questions: Single autonomous differential equation problems
Next:
Review questions: Bifurcation of single differential equation practice