The Maxima on-line user's manual

Algebra Calculator

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-factor-float-hypergeometric-num-ratsimp

float(hypergeometric(...

P(k) := k +1;

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

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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-factor-num-ratsimp-subst

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

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

S:ratsimp(S);

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denom-diff-ev-exp-expand-ic1-lhs-logcontract-ode2-ratsimp-rhs-solve

eq1 : 'diff(P,t) = P*...

gsoln : ode2(eq1, P,t...

gsoln : gsoln * denom...

Calculate

denom(2/3);

Calculate

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

kill(all);

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

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

Calculate

denom-linsolve

h:1/(x^2+2*x+4);

imenilac: denom(h);

polovi: linsolve(imen...

Calculate

denom-lhs-ratsubst-rhs-solve

f1: N = A / l_p^2;

f2: E = (1/2) * N * k...

f3: E = M * c^2;

Calculate

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

g:-x;

h:denom(f);

Calculate

denom-minfactorial-num-ratsimp-subst

P:14760*k^4+28010*k^3...

c:(-1)^(k-1)*P/(k^5*(...

minfactorial(N!/(N+1)!);

Calculate