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2*pi*(44+n*0.079)
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  • Sum of series:
  • (n-1)/2^(n+1) (n-1)/2^(n+1)
  • (-1)^n*x^n/(2*n+1)
  • i^n
  • arctg/n^2 arctg/n^2
  • Identical expressions

  • two *pi*(forty-four +n* zero . seventy-nine)
  • 2 multiply by Pi multiply by (44 plus n multiply by 0.079)
  • two multiply by Pi multiply by (forty minus four plus n multiply by zero . seventy minus nine)
  • 2pi(44+n0.079)
  • 2pi44+n0.079
  • Similar expressions

  • 2*pi*(44-n*0.079)

Sum of series 2*pi*(44+n*0.079)



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The solution

You have entered [src]
 400                  
 ___                  
 \  `                 
  \        /     n*79\
   )  2*pi*|44 + ----|
  /        \     1000/
 /__,                 
n = 1                 
$$\sum_{n=1}^{400} 2 \pi \left(\frac{79 n}{1000} + 44\right)$$
Sum((2*pi)*(44 + n*79/1000), (n, 1, 400))
The rate of convergence of the power series
The answer [src]
239358*pi
---------
    5    
$$\frac{239358 \pi}{5}$$
239358*pi/5
Numerical answer [src]
150393.066875589145994388278987
150393.066875589145994388278987
The graph
Sum of series 2*pi*(44+n*0.079)

    Examples of finding the sum of a series