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Basic Statistics
The mean adds all of the values (x or y) and divides by the total number of data points n. The weighted mean is the same thing for x except weighted by another number y.
Basic Statistic ExamplesExample 1 -
A yacht captain wants to determine how long it takes to change a sail. She randomly closes six members of her crew, observes the minutes required.: 4.5, 4, 2, 3.25, 3.5, 3.75. Calculate the mean and standard deviation.
Inputs Point x = 4.5, 4, 2, 3.25, 3.5, 3.75 Results mean = 3.5 , sample standard deviation = .85
Example 2 -
The coach has four new players on the team with heights of 193, 182, 177 and 185 centimeters and weights of 90, 81, 83, and 77 kilograms. Find the mean and population standard deviation of both their heights and weights, the sum the y-data.
Inputs Point x = 193, 182, 177 and 185 Inputs Point y = 90, 81, 83, and 77 Results mean of heights x = 184.25 , mean of weights y = 82.75 Linear Regression
Linear Regression Examples
Linear Regression is a statistical method of estimation and forecasting. It is used to find a straight line that best fits a set of x,y data. There must be at least two different x,y pairs. The straight line provides the relationship between the x and y variables: y = mx + b, where m is the slop and b is the y intercept. The correlation coefficient below shows how well the x,y data correlate, if close to 1 or -1 then data pairs lie very close to a straight line, a value of 0 indicates it is not a good fit.
Example 1 -
Al's Azaleas advertises on a local radio show. For the past six weeks, the manager has kept records of the number of minutes of advertising that were published, and the sales for the week.
Inputs x = 2,1,3,5,5,4 Inputs y = 1400, 920, 1100, 2265, 2890, 2200
What is the y-intercept, the slop and the correlation coefficient? Regression Slope (m): 425.88 Regression Intercept (b): 376.25 Correlation Coefficient (r): .90
What is the estimated level of sales if the business purchased 7 minutes. Answer : 3,357.375
How many minutes of advertising should Al buy for sales of $3000? Answer : 6.16 ProbabilityProbability ExamplesExample 1 -How many different hands of cards can be dealt from a standard deck of 52 cards? Inputs n = 52, r=5 Results Combinations 2,598,960.00 Permutations 311,875,200.00 Example 2 -
Out of 20 different items, how many groups of 5 can be chosen with no consideration of order?
Inputs n = 20, r=5 Results Combinations 15,504.00 Example 2 -
Out of 20 different items, how many groups of 5 can be chosen in a particular order?
Inputs n = 20, r=5 Results Permutations 1,860,480.00 |
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