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σ=<math>\sqrt{\frac {\sum {fx^2}}{n}-({\frac{\sum fx}{n})^2}}</math> <br>
+
Standard deviation σ=<math>\sqrt{\frac {\sum {fx^2}}{n}-({\frac{\sum fx}{n})^2}}</math> <br>
 
σ=<math>\sqrt{\frac{10700}{50}-({\frac{660}{50})^2}}</math> <br>
 
σ=<math>\sqrt{\frac{10700}{50}-({\frac{660}{50})^2}}</math> <br>
 
σ=<math>\sqrt{214-174.24}</math> <br>
 
σ=<math>\sqrt{214-174.24}</math> <br>
 
σ=<math>\sqrt{39.96}</math> <br>
 
σ=<math>\sqrt{39.96}</math> <br>
 
σ=6.3
 
σ=6.3
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