Logiciel libre de géométrie, d'analyse et de simulation multiplateforme par Yves Biton
Antiderivative of f : x ↦ (a/b)x
Antiderivative of f : x ↦ ax + b
Antiderivative of f : x ↦ (a/b)x + c/d
Antiderivative of a monomial function
Antiderivative of a polynomial function
Antiderivative of f : x ↦ a/(bx²)
Antiderivative of f : x ↦ a/x on]0 ; +∞[
Antiderivative of f : x ↦ a/(bx²) + c/d
Aitiderivative of f : x ↦ a/(b√(x)) + (c/d)x
Antiderivative of u’/u² with u affine
Antiderivative of u’/u² with u(x) = ax²+b
Antiderivative of u’*u^n with u affine
Antiderivative of u’/u^n with u affine
Antiderivative of u’*u^n with u(x) = a/x+b
Antiderivative of u’*u^n with u(x) = ax²+b
Antiderivative of f : x ↦ (a+b*x^n)/x on.]0 ; +∞[
Antiderivative of f : x ↦k*e^(ax+b)
Antiderivative of u’/√(u) with u a quadratic polynomial
Antiderivative of f : x ↦ (a+cx+dx²)/(bx) on]0 ; +∞[
Antiderivative of f : x ↦a*sin(x)+b*cos(x)
Antiderivative of f : x ↦ (ax√(x)+b)/(c√(x))
Antiderivative of f : x ↦ (ax√(x)+b)/(c√(x))
Antiderivative of u’/u^n with u(x) = ax²+b
Antiderivative of f : x ↦ a/(bx+c) with b < 0
Antiderivative of u’*u^n with u(x) = ax²+b
Antiderivative of u’/√(u) with u an affine function
Antiderivative of k*u’e^u with u(x)=a/x
Antiderivative of u’/u with u affine and positive-valued
Antiderivative of u’/u with u affine and negative-valued
Antiderivative of k*u’e^u with u(x)=ax²+c
Antiderivative of k*u’e^u with u(x)=ax²+bx+c
Antiderivative of f(x) = (px+q)/(x(x-k)) after rewriting f (guided)
Antiderivative of f(x) = (px+q)/((x-k)(x-r)) after rewriting f (guided)
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