User Manual
Page 814
... they return a list of the collected coefficients. The terms and their factors are sorted with respect to var. Exit is polynomial expansion for polynomials and partial fraction expansion for equations that are collected. The expansion is not allowed outside the three looping structures (For, While, or Loop). :0! expand(expression1,var) returns expression...
... they return a list of the collected coefficients. The terms and their factors are sorted with respect to var. Exit is polynomial expansion for polynomials and partial fraction expansion for equations that are collected. The expansion is not allowed outside the three looping structures (For, While, or Loop). :0! expand(expression1,var) returns expression...
User Manual
Page 815
... Returns the character string contained in string as an expression and immediately executes it. For increased distribution of logarithms and fractional powers, inequality constraints might make the denominator factorization used for partial fraction expansion more complete. expand((x^3+x^2ì 2)/(x^2ì 2)) ¸ 2ø x xñ ì 2 + x+1 expand(ans(1),x) ¸ 1 xì ‡2 + 1 x+‡2 + x+1 expand(expression1,[var]) also...
... Returns the character string contained in string as an expression and immediately executes it. For increased distribution of logarithms and fractional powers, inequality constraints might make the denominator factorization used for partial fraction expansion more complete. expand((x^3+x^2ì 2)/(x^2ì 2)) ¸ 2ø x xñ ì 2 + x+1 expand(ans(1),x) ¸ 1 xì ‡2 + 1 x+‡2 + x+1 expand(expression1,[var]) also...