Version 6.486 of MathGraph32 Javascript fixes the following bug :

In a complex calculation, a power of negative exponent could not give the good result.

This version fixes also a lot of minor flaws.

The calculation engine has been improved.

The function mod(a,b) giving the reste of the euclidian division of a through b accepts an argument a of negative value.

You can now use the syntax primitive(formula, variable, a, b).

For instance, primitive (x^,x,1,2) will give a result equal to 2²-1²=3 and, in a LaTeX display, \ForSimp*f* will give the usual representation of a primitive calculation.

In a LaTeX display, the rendering of complex conjugates has been improved (the syntax is conj(z) where *z* is a complex number already defined).

Please remember you can use button contact on MathGraph32 site to point out an issue you came across with the software.

Download on : this page

Use mathgraph32 on line on : this page.