l Sum of the first 10 Cube Numbers

Enter n:

Sum of the First
              

Calculate the sum of the following

The first 10 Cube Numbers

Σ n Cube Numbers formula:

S10  =  n2(n + 1)2
  4

S10  =  102(10 + 1)2
  4

S10  =  100(11)2
  4

S10  =  100(121)
  4

S10  =  12100
  4

S10 = 3,025

Average (A) of the first 10 Cube Numbers

A  =  Sum of the first 10 Cube Numbers
  Count

A  =  3025
  10

Average (A) of the first 10 Cube Numbers = 302.5

Sum of the first 10 Cube Numbers

  n    Cn  
  1    1  
  2    8  
  3    27  
  4    64  
  5    125  
  6    216  
  7    343  
  8    512  
  9    729  
  10    1000  

Final Answer


S10 = 3,025
Average (A) of the first 10 Cube Numbers = 302.5