Logiciel libre de géométrie, d'analyse et de simulation multiplateforme par Yves Biton
Direct calculation of integrals
Calculation of integrals using linearity property
Area calculation using integrals
Calculus of integral by area calculation
Integral from c to d of f(x)= ax+b with c ≤ d
Integral of k/(ax+b)² on [0 ; p]
Integral of kx/(ax²+b)² on [0 ; p]
Integral of e^x on [0 ; a*ln(b)]
Integral of e^(-ax) on [0 ; 1]
Integral of 1/√(e^x) on [0 ; a]
Integral of e^(kax) on [0 ; 1/a]
Integral of k/(ax+b) on [0 ; 1]
Integral of 1/e^(kax) on [0 ; 1/a]
Integral of x+a/x on [0 ; e^k]
Integral of e^(ax)+e^(-ax) on [0 ; 1]
Integral of k/(ax+b)² on [0 ; p]
Integral of kx/(ax²+b)² on [0 ; p]
Integral of (ae^(2x)+b) /e^x on [0 ; 1]
Integral of e^x/(a*e^x+b) on [0 ; ln(2)]
Integral of k*e^(ax)+p/e^(ax) on [0 ; 1]
Integral of ±u’/u with u(t)=sin(t) + k or u(t)=cos(t) + k
Integral of u’*u^p with u(x)=cos(x) or u(x)=sin(x)
Integral of acos(x)+bsin(x) on [0 ; d] with d=pi/2, pi/6, pi/4 or pi/3
Computation of the integral of f from 0 to ln(2) with f(x)=e^x+b+c*e^x/(e^x+k)
Calculation of an integral after modifying formula (1)
Stepwise integral calculation (1)
Stepwise integral calculation (2)
Stepwise integral calculation (3)
Computing an integral using linearity (1)
Computing an integral using linearity (2)
General computation of the area between a curve and the x-axis
Simple computation of the area between a curve and the x-axis (1)
Simple computation of the area between a curve and the x-axis (2)
Computing the area between a curve and the x-axis (1)
Computing the area between a curve and the x-axis (2)
Computation of the area between a curve and the x-axis (3) (Negative function)
Calculation of the area delimited by a parabola and a segment
Two-step computation of the area bounded by a curve and one of its tangents
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