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Variance Standard Deviation. Atlantic Sharp-nose Sharks Mean-The average of your set. Median-The halfway point of the data set when the numbers are arranged.

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Presentation on theme: "Variance Standard Deviation. Atlantic Sharp-nose Sharks Mean-The average of your set. Median-The halfway point of the data set when the numbers are arranged."— Presentation transcript:

1 Variance Standard Deviation

2 Atlantic Sharp-nose Sharks Mean-The average of your set. Median-The halfway point of the data set when the numbers are arranged in ascending order. Mode- The most repeated number in a data set. Range-

3 Sea Turtles #Observed Percent % Total # in sample This is the “Percent Triangle” →

4 Beach Trash- Bottle Caps A percent is a comparative calculation used to describe a number out of a sample of 100. The name per-cent means “for every 100.”

5 Measuring Sea Cigars We measured twenty- five sea cigars. Most of them were from around 15 cm to about 25 cm Most of them were large, but some of them were small.

6 Probability and Chance of Coral Planula survival Trial #Survived? 1No 2 3 4 5Yes 6 7 8No 9 10Yes 11No 12Yes 13No 14Yes 15No 16No 17Yes 18Yes Probability is a way to measure the chances that something will occur in relation to the possible alternatives. A simple event is when something happens once. A compound event is more than one simple events. 3 things that affect Coral Planula is water temperature, depth, and wave action.

7 standard deviation 9 10 12 13 15 16 18 19 20 21 22 23 24 25 26 27 4.813176359 Standard Deviation Standard deviation is basically the square root of the variance of a data set KEY ∑= the sum X= the mean of the data X= each data value n= the number values s=

8 variance 9 10 12 13 15 16 18 19 20 21 22 23 24 25 26 27 23.16666667 Variance Two values that are used in statistics to describe how far away your data are from the mean are variance and standard deviation. The variance is calculated as: ∑(X-X)² n-1 KEY ∑= the sum X= the mean of the data X= each data value n= the number values s²=

9 Theoretical Distribution Curve Using Mean and Standard Deviation.

10 ControlTreatment 14 13 15 1315 1315 1314 15 P=0.000545 T-Test X 1 -X 2 P-value must be less than 0.05 in order to reject the null hypothesis. If the p- value is greater than 0.05 than we will fail to reject the null hypothesis.


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