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The Maxima on-line user's manual

Algebra Calculator

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Expandwrt_denom

-- Option variable: expandwrt_denom Default value: false

expandwrt_denom controls the treatment of rational expressions by expandwrt. If true, then both the numerator and denominator of the expression will be expanded according to the arguments of expandwrt, but if expandwrt_denom is false, then only the numerator will be expanded in that way.

(%o1)                                true
(%i2) 

Related Examples

denom-first-kill-num-ratsimp-second-solve

kill(all);

nodev1: 0 = g*(v0 - k...

nodev2: 0 = g*(v1 - 0...

Calculate

denom-diff-solve-sqrt

f(x):=(x-9/4)*sqrt(2*x);

solve(denom(f(x)=0,x));

solve(f(x)=0,x);

Calculate

denom-solve-sqrt

f(x):=(x-9/4)*sqrt(2*x);

solve(denom(f(x))=0);

solve(f(x)=0,x);

Calculate

denom-diff-inf-limit-solve

f(x):=(x^2-1)/(x^2+1);

solve(f(x)=f(-x),x);

denom(f(x));

Calculate

denom-linsolve

h:1/(x^3+2*x+5);

imenilac: denom(h);

polovi: linsolve(imen...

Calculate

denom-diff-inf-limit-ratsimp-solve

f(x):=(x^2-1)/(x^2+1);

solve(f(x)=f(-x),x);

denom(f(x));

Calculate

denom-factor-float-hypergeometric-num

float(hypergeometric(...

P(k) := k + 1;

Q(k) := 2*k + 3;

Calculate

denom-plot2d-rhs-solve
plot2d([f,g,[parametric,x1,t],[parametric,x2,t],[parametric,x3,t]],[x,-5,5],[y,-10,10],[t,-10,10]);

f:(4*x-3)/(2*x-1);

g:-x;

h:denom(f);

Calculate

denom-factor-num-ratsimp-subst

T:ratsimp(2/(4*k+1)+2...

S:subst(k+1,k,T)/T*(-...

factor(num(S));

Calculate

denom-diff-solve-sqrt

f(x):=(x-9/4)*sqrt(2*x);

solve(denom(f(x)=0,x));

solve(f(x)=0,x);

Calculate