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(Changes initial value of t to 0.75, and final value of t to 1, solve again for w(1)
= [-0.469 -0.607])
Repeat for t = 1.25, 1.50, 1.75, 2.00. Press @@OK@@ after viewing the last result in
@EDIT. To return to normal calculator display, press $ or L@@OK@@. The
different solutions will be shown in the stack, with the latest result in level 1.
The final results look as follows:
Graphical solution for a second-order ODE
Start by activating the differential equation numerical solver, ‚ Ï ˜
@@@OK@@@ . The SOLVE screen should look like this:
Notice that the initial condition for the solution (Soln: w Init:[0., …) includes the
vector [0, 6]. Press L @@OK@@.
Next, press „ô (simultaneously, if in RPN mode) to enter the PLOT
environment. Highlight the field in front of TYPE, using the —˜keys. Then,
press @CHOOS, and highlight Diff Eq, using the —˜keys. Press @@OK@@.
Modify the rest of the PLOT SETUP screen to look like this:
t x x' t x x'
0.00 0.000 6.000 1.25 -0.354 1.281
0.25 0.968 1.368 1.50 0.141 1.362
0.50 0.748 -2.616 1.75 0.227 0.268
0.75 -0.015 -2.859 2.00 0.167 -0.627
1.00 -0.469 -0.607
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