Need Help writing a program on Ti$-84$ for Runge Kutta Method. Similar to the following Euler Program.

ClrHome

Disp"Store Function at Y$1"$

Disp"XO$"$

Input $x$

Disp" ${?}^{\text{'}\text{'}}{O}^{\text{'}\text{'}}$

Input Y

Disp"H$"$

$y_{1}B$

Input H

$1->$N

LbI Ac

$Y+H^{**}Y1Y$

$x+Hx$

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Output$(1,1,"$X $=")$

Output$(1,2,$N$)$

Output $(1,5,x)$

Output$(2,1,"$Y $=")$

Output$(2,2,$N$)$

Output $(2,5,Y)$

Pause

$1+NN$

Goto A