primitives.py

Created by tara-cornu

Created on March 27, 2022

427 Bytes


f(x) --> F(x)

a --> ax+k
x --> (1/2)x^2+k
x^n --> (1/(n+1))*x^(n+1)+k
1/x^2 --> -1/x+k
1/x^n --> 1/(-(n-1)x^(n-1))+k
1/sqrt(x) --> 2*sqrt(x)+k
exp(x) --> exp(x)+k
1/x --> ln(x)+k
cos(x) --> sin(x)+k
sin(x) --> -cos(x)+k
ln(x) --> xln(x)-x +k


u'u^n --> (u^(n+1))/(n+1) +k
u'/u^2 --> -1/u +k
u'/2sqrt(u) --> sqrt(u) +k
u'exp(u) --> exp(u) +k
u'/u --> ln([u]) +k
u'sin(u) --> -cos(u) +k
u'cos(u) --> sin(u) +k