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DISPLAY MATHPLOT example functions.
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pause 30

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DISPLAY Damped oscillations
TITLE Damped oscillations
Y = EXP(-.2*X)*COS(X)
RANGE 0,6*PI
PLOT 30

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DISPLAY Second and third order Butterworth filters
TITLE Second and third order Butterworth filters
Y1=1/SQRT(1+(X/2000)^4)
Y2=1/SQRT(1+(X/2000)^6)
RANGE 0,8000
NUMPOINTS 100
LABEL ON
GRID ON
PLOT 30

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DISPLAY Fourier series approximation of square wave
TITLE Fourier series approximation of square wave
Y1 = SIN(X) + SIN(3*X)/3 + SIN(5*X)/5 + SIN(7*X)/7
Y2 = PULSE(0,X,PI) - PULSE(PI,X,2*PI)
RANGE .001,2*PI+.001
NUM 200
LABELS ON
GRID ON
PLOT 30

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DISPLAY Cubic equation
TITLE Cubic equation: Y = 2*X^3 + 50*X^2 + 100*X + 5000
CTITLE 7
Y=2*X^3+50*X^2+100*X+5000
RANGE -30,18
NUMPOINTS 100
LABEL ON
GRID ON
PLOT 30

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DISPLAY Hyperbolic function: X * Y = 5
TITLE Hyperbolic function:  X * Y = 5
Y1=5/T
X1=T
CF1 2
Y2=-5/T
X2=-T
CF2 2
RANGE 0.5,10
COMMONSCALE ON
PLOT 30

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DISPLAY Hypocycloid of four cusps
TITLE Hypocycloid of four cusps (Astroid)
CTITLE 4
y=SIN(T)^3
x=COS(T)^3
CF1 2
RANGE 0,6.28319
NUMPOINTS 100
CAXES 1
COMMONSCALE ON
PLOT 30

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DISPLAY Reciprocal of Gamma function
TITLE Reciprocal of Gamma function
CTITLE 7
y=GAMMAI(X)
CF1 2
RANGE -4,6
NUMPOINTS 100
LABEL ON
CAXES 3
GRID ON
CGRID 8
COMMONSCALE OFF
ORIGIN OFF
PLOT 30

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DISPLAY Normal probability distribution function
TITLE Normal probability distribution function
Y=NORMAL(X)
RANGE -4,4
NUMPOINTS 150
PLOT 30

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DISPLAY Now, a little "art"
pause 3
R=2*SIN(2*A)
CF1 3
RANGE 0,2000
NUMPOINTS 500
AXES OFF
PLOT 30

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y=SIN(T)^3
x=COS(T)^3
CF1 2
RANGE 0,4000
NUMPOINTS 500
AXES OFF
GRID OFF
COMMONSCALE ON
PLOT 30

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y=5*SIN(T)-SIN(5*T)
x=5*COS(T)-COS(5*T)
CF1 3
RANGE 0,6000
NUMPOINTS 400
AXES OFF
COMMONSCALE ON
PLOT 30

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DISPLAY End of example plots.
DISPLAY Type or edit MATHPLOT.FUN to see the function descriptions.
DISPLAY The file MATHPLOT.DOC contains a tutorial and full instructions.
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