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Total

Usage
Notes
Further Examples

Here is a list of numbers.

In[1]:=  

This gives the sum.

In[2]:=  

Out[2]=

This does the same thing.

In[3]:=  

Out[3]=

The head need not be Plus.

In[4]:=  

Out[4]=

Here is a nested list.

In[5]:=  

This gives the sum of the elements of  .

In[6]:=  

Out[6]=

Total also gives the sum of symbolic lists.

In[7]:=  

Out[7]=

In[8]:=  

Out[8]=

In[9]:=  

Out[9]=

In[10]:=  

Out[10]=

Here is an expression.

In[11]:=  

Here Total sums all expressions with head equal to  .

In[12]:=  

Out[12]=

In[13]:=  

Out[13]=

Here is a list of two matrices.

In[14]:=  

Out[14]=

This adds the matrices.

In[15]:=  

Out[15]//MatrixForm=

This adds the rows of the sum of the matrices.

In[16]:=  

Out[16]//MatrixForm=

This adds all the elements of the matrices.

In[17]:=  

Out[17]=

This gives the precision of a machine number on any given computer, whether 16-bit, 32-bit, or 64-bit.

In[18]:=  

Out[18]=

Here is a list of numbers.

In[19]:=  

Out[19]=

Neither Plus nor Total register the sum of the small numbers in  .

In[20]:=  

Out[20]//FullForm=

In[21]:=  

Out[21]//FullForm=

Using the option  Total gives a result closer to the true sum.

In[22]:=  

Out[22]//FullForm=

In[23]:=  

Out[23]//FullForm=


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