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(0.15/0.05)^1.3
  • How to use it?

  • Sum of series:
  • 24/(9n^2-12n-5) 24/(9n^2-12n-5)
  • (3-sin*n)/n-lnn (3-sin*n)/n-lnn
  • e^(-n) e^(-n)
  • x^n/(1-x^n)
  • Identical expressions

  • (zero . fifteen / zero . five)^ one . three
  • (0.15 divide by 0.05) to the power of 1.3
  • (zero . fifteen divide by zero . five) to the power of one . three
  • (0.15/0.05)1.3
  • 0.15/0.051.3
  • 0.15/0.05^1.3
  • (0.15 divide by 0.05)^1.3

Sum of series (0.15/0.05)^1.3



=

The solution

You have entered [src]
  5               
_____             
\    `            
 \              13
  \             --
   \            10
   /   /   3   \  
  /    |-------|  
 /     \20*1/20/  
/____,            
i = 1             
5 _____ \ ` \ 13 \ -- \ 10 / / 3 \ / |-------| / \20*1/20/ /____, i = 1
Sum((3/(20*(1/20)))^(13/10), (i, 1, 5))
The rate of convergence of the power series
1.07.01.52.02.53.03.54.04.55.05.56.06.5050
The answer [src]
    3/10
15*3    
15331015 \cdot 3^{\frac{3}{10}}
15*3^(3/10)
Numerical answer [src]
20.8558375547386401072788144192
20.8558375547386401072788144192
The graph
Sum of series (0.15/0.05)^1.3

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