Integrate

Integrate[f, x] finds the indefinite integral of f with respect to x.

Under development

This function is under development, and as such will be incomplete and inaccurate.

Attributes[Integrate] := {Protected, ReadProtected}

Simple examples

In[1]:= LoadRubiBundledSnapshot[]
Out[1]= Null

In[2]:= Integrate[x^(2)/(3) + 3*x + 2, x]
Out[2]= 2*x + (3*x^(5)/(3))/(5) + (3*x^2)/(2)

In[3]:= Integrate[Integrate[Sin[x] + Log[x], x], x]
Out[3]= ((3*x^2))/(4)*-1 + (1)/(2)*x^2*Log[x] + Sin[x]*-1

In[4]:= Integrate[x^2, {x, 0, 1}]
Out[4]= (1)/(3)

In[5]:= ((Integrate[x^2, {x, 0.5, 1.}] + 0.291667*-1)) < (1e-05.)
Out[5]= True

In[6]:= Integrate[E^(3*x), x]
Out[6]= (E^(3*x))/(3)

In[7]:= Integrate[x^(a + b), x]
Out[7]= (x^(1 + a + b))/(1 + a + b)

In[8]:= Integrate[x^2, {x, 0, n}]
Out[8]= (n^3)/(3)

In[9]:= Integrate[x^2, {x, 0, x}]
Out[9]= (x^3)/(3)