Supported operations: +, -, *, /, ^
Predefined variables: pi, e, i
Predefined functions:
- ln(x)
- sin(x)
- cos(x)
- tan(x)
- asin(x)
- acos(x)
- atan(x)
- atan(y,x)
- sinh(x)
- cosh(x)
- tanh(x)
- arsinh(x)
- arcosh(x)
- artanh(x)
- fac(x)
- min(x1,x2,x3,...)
- max(x1,x2,x3,...)
- abs(x)
- phi(c)
- x(c)
- y(c)
Lets you define variables:
a=30
b=40
c=(a^2+b^2)^0.5
and functions:
pyth(a,b)=(a^2+b^2)^0.5
pyth(30,40)
You may use hexadecimal, octal or binary numbers:
# hexadecimal
hex1=0x10
hex2=0h20
# binary
bin=0b1010
# octal
oct=0o3
Draw function graph with:
f(x)=3*sin(x)+x/5
:graph(f())
Draw polar function graph with:
flower(x)=5+cos(x*8)
:polar(flower())
Or specify the interval:
spiral(x)=x
:polar(spiral(),0,4pi,0.1)
Draw parameter graph with:
f(p)=5*sin(p)
g(p)=5*sin(p*10)
:param(f(),g(),-pi,pi,0.001)
All graphs have an additional parameter for the color in RGB:
:graph(sin(),0xff0000)
p(x)=3
:polar(p(),0x00ff00)
px(p)=sin(p)
py(p)=p
:param(px(),py(),-20,20,0.1,0x0000ff)
Find it embedded at: http://ssbssa.dyndns.org/formulas.html
Download at: http://ssbssa.dyndns.org
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