Differential Equation Graphing
431
Example
For a general solution, use the following syntax. For a particular solution, refer to the
Technical Reference module.
deSolve(
1stOr2ndOrderODE, independentVar, dependentVar
)
Using the logistic 1st-order differential equation, find the general solution for y with
respect to t.
Notes:
•
For maximum accuracy, use 1/1000 instead of .001. A floating-point number can
introduce round-off errors.
•
This example does not involve graphing, so you can use any Graph mode.
deSolve(
y' = 1/1000 y
ù
(100
N
y),t,y
)
Do not use implied multiplication between the
variable and parentheses. If you do, it will be
treated as a function call.
For ', type
2 È
.
Summary of Contents for Titanium TI-89
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