Find Formulas for n Dimensions
Derive a formula for the region measure of an
-dimensional unit ball.
| In[1]:= | X |
| Out[1]= |
| In[2]:= | X |
| Out[2]= |
Derive a formula for the region measure of an
-dimensional unit simplex.
| In[3]:= | X |
| Out[3]= |
| In[4]:= | X |
| Out[4]= |
Derive a formula for the region measure of an
-dimensional unit sphere.
| In[5]:= | X |
| Out[5]= |
| In[6]:= | X |
| Out[6]= |
Derive a formula for the integral of
over an
-dimensional unit ball.
| In[7]:= | X |
| Out[7]= |
| In[8]:= | X |
| Out[8]= |



