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The Maxima on-line user's manual

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Pi

-- Constant: %pi %pi represents the ratio of the perimeter of a circle to its diameter. The numeric value of %pi is the double-precision floating-point value 3.141592653589793d0.

There are also some inexact matches for pi. Try ?? pi to see them.

A:sin(x);
sigma: 1;
scale: 1/sqrt(2*sigma*sigma*pi);
plot2d(A*%pi,[x,-5,5]);

(%o1)                                true
(%i2) 

Related Examples

pi-plot2d
plot2d(h1(t),[t,-%pi, %pi]);

h1(t):= if mod(t,2*%p...

plot2d(h1(t),[t,-%pi,...

Calculate

pi-plot2d-sin
plot2d ([sin(x),(2/%pi)*x], [x, -2*%pi, 2*%pi],[y, -1.1, 1.1]);

plot2d ([sin(x),(2/%p...

plot2d ([sin(x),(2/(...

plot2d ([sin(x),(2/(9...

Calculate

pi-sin

a:sin(x+%pi);

Calculate

pi

cosine(pi);

Calculate

pi-sin

int((sin(x))^3,0,%pi);

Calculate

pi

(56*pi)/3;

Calculate

pi-sin

n:1;

sin(n*%pi)/n/%pi-sin(...

sin(3/4*n*%pi)/n/%pi;

Calculate

pi

pi:3.141592653589793;

U1:40;

U2:800;

Calculate

pi

f(k) =(x)*(x-(%pi));

Calculate

pi-solve-sqrt

x = 1000;

y = sqrt(x / pi) * 2 ;

solve;

Calculate