The position of the graphically represented keys can be found by moving your mouse on top of the graphic.

The top row of function keys is not counted as a row in what follows. (So row 1 starts with Shift)

Turn your calculator on
Press The On Key: Row 5, Column 5 .
Clearing the memory
When you turn the calculator on, you will see 12 options. You want option 2 (STAT). Press The Two Key: Row 7, Column 2. You will see a screen with empty lists. Press The F4 key: Fourth Key in the silver row.. You will see a confirmation screen. Press The EXE key: Row 8, Column 5      It's blue. to confirm.

 

Entering data
one variable
When you turn the calculator on, you will see 12 options. You want option 2 (STAT). Press The Two Key: Row 7, Column 2. You will see a screen with empty lists. The cursor should be in list 1. Enter the first value and press The EXE key: Row 8, Column 5      It's blue.. Enter the other values in the list, pressing The EXE key: Row 8, Column 5      It's blue. after each one.
two variables
When you turn the calculator on, you will see 12 options. You want option 2 (STAT). Press The Two Key: Row 7, Column 2. You will see a screen with empty lists. The cursor should be in list 1. Enter the first x-value and press The EXE key: Row 8, Column 5      It's blue.. Enter the other x-values in the list, pressing The EXE key: Row 8, Column 5      It's blue. after each one. Move the cursor to the next list. Enter the y-values in the same way.

 

Calculating one-variable statistics
mean (x)
Press  The F2 key: Second Key in the silver row. (CALC appears above the key on the screen.) The One Key: Row 7, Column 1 (1VAR). A list will appear. The mean is the first element in the list. It's labeled x
standard deviation for populations (s or sn)
Press  The F2 key: Second Key in the silver row. (CALC appears above the key on the screen.) The One Key: Row 7, Column 1 (1VAR). A list will appear. The population standard deviation is the fourth element in the list. It's labeled xsn. 
standard deviation for samples (s or sn-1)
Press  The F2 key: Second Key in the silver row. (CALC appears above the key on the screen.) The One Key: Row 7, Column 1 (1VAR). A list will appear. The sample standard deviation is the fifth element in the list. It's labeled xsn-1. 

Calculating two-variable statistics

r (correlation)
Press  The F2 key: Second Key in the silver row. (CALC appears above the key on the screen.) The Three Key: Row 7, Column 3 (REG). A list will appear. The correlation is the third element in the list. It's labeled r. 
regression coefficients
slope
Press  The F2 key: Second Key in the silver row. (CALC appears above the key on the screen.) The Three Key: Row 7, Column 3 (REG). A list will appear. The slope is the first element in the list. It's labeled a. 
y-intercept
Press  The F2 key: Second Key in the silver row. (CALC appears above the key on the screen.) The Three Key: Row 7, Column 3 (REG). A list will appear. The y-intercept is the second element in the list. It's labeled b. 


Calculating combinations and permutations

Before you do these commands you need to be in the RUN-MAT mode. Press The Menu Key: Row 1, Column 4 The One Key: Row 7, Column 1 The EXE key: Row 8, Column 5      It's blue..

combinations (nCr)
Enter n. Press The Option key: Row 1, Column 3 The F6 Key: The rightmost silver key. The F1 Key: First Key in the silver row. (PROB) The Three key: Row 7, Column 3 (nCr). Enter the r value and press The EXE key: Row 8, Column 5      It's blue..
permutations (nPr)
Enter n. Press The Option key: Row 1, Column 3 The F6 Key: The rightmost silver key. The F1 Key: First Key in the silver row. (PROB) The Two key: Row 7, Column 2 (nPr). Enter the r value and press The EXE key: Row 8, Column 5      It's blue..

 

Turning the calculator off
Press  The Shift Key: Row 1, Column 1 The ON key: Row 5, Column 5. You should see OFF written above the key.

 

Worked Out Examples

In the following examples, we list the exact key sequence used to find the answer.  We will list the keys by the main symbol on the key.  In parentheses, we will list a helpful mnemonic, e.g. we will list ex as (ex).


A: What is the mean and standard deviation of the following list of numbers?

15      16      20      21

1: Clear Memory  The Menu Key: Row 1, Column 4 The Two Key: Row 7, Column 2 (STAT) The F4 key: Fourth Key in the silver row. The EXE key: Row 8, Column 5      It's blue. 
2: Enter Data  (The Menu Key: Row 1, Column 4 The Two Key: Row 7, Column 2) The One Key: Row 7, Column 1 The Five Key: Row 6, Column 2 The EXE key: Row 8, Column 5      It's blue. The One Key: Row 7, Column 1 The Six Key: Row 6, Column 3 The EXE key: Row 8, Column 5      It's blue. The Two Key: Row 7, Column 2   
 The Zero Key: Row 8, Column 1 The EXE key: Row 8, Column 5      It's blue. The Two Key: Row 7, Column 2 The One Key: Row 7, Column 1 The EXE key: Row 8, Column 5      It's blue.
3: Compute the mean  The F2 key: Second Key in the silver row. The One Key: Row 7, Column 1 (x
4: Compute the population standard deviation  The F2 key: Second Key in the silver row. The One Key: Row 7, Column 1 (xsn)
5: Compute the sample standard deviation   The F2 key: Second Key in the silver row. The One Key: Row 7, Column 1 (xsn-1)


    You should get a mean of 18, population standard deviation of 2.549509757 and a sample standard deviation of 2.943920289.

B: Find the linear regression line for the following table of numbers.  Also find the correlation.

x 1 2 3 4
y 2 4 5 7

1: Clear Memory  The Menu Key: Row 1, Column 4 The Two Key: Row 7, Column 2 (STAT) The F4 key: Fourth Key in the silver row. The EXE key: Row 8, Column 5      It's blue. 
2: Enter Data The One Key: Row 7, Column 1 The EXE key: Row 8, Column 5      It's blue. The Two Key: Row 7, Column 2 The EXE key: Row 8, Column 5      It's blue. The Three Key: Row 7, Column 3 The EXE key: Row 8, Column 5      It's blue. The Four Key: Row 6, Column 1 The EXE key: Row 8, Column 5      It's blue. Press right arrow in upper left black circle. The Two Key: Row 7, Column 2 The EXE key: Row 8, Column 5      It's blue. The Four Key: Row 6, Column 1 The EXE key: Row 8, Column 5      It's blue. The Five Key: Row 6, Column 2The EXE key: Row 8, Column 5      It's blue. The Seven Key: Row 5, Column 1 The EXE key: Row 8, Column 5      It's blue. 
3: Compute the slope of the regression line   The F2 key: Second Key in the silver row. The Three Key: Row 7, Column 3 (a)
4: Compute the y-intercept of the regression line   The F2 key: Second Key in the silver row. The Three Key: Row 7, Column 3 (b)
5: Compute the correlation   The F2 key: Second Key in the silver row. The Three Key: Row 7, Column 3 (r)


    You should get a slope of 1.6, a y-intercept of 0.5, and a correlation of 0.992277876.
    The regression line would be: y = 1.6x + 0.5.

C: Find 10C6 and 9P5.
1:Compute 10C6  The One Key: Row 7, Column 1 The Zero Key: Row 8, Column 1 The Option key: Row 1, Column 3 The F6 Key: The rightmost silver key. The F1 Key: First Key in the silver row. (PROB) The Three Key: Row 7, Column 3 (nCr) The Six Key: Row 6, Column 3 The EXE key: Row 8, Column 5      It's blue.
2: Compute 9P5 The Nine Key: Row 5, Column 3 The Option key: Row 1, Column 3 The F6 Key: The rightmost silver key. The F1 Key: First Key in the silver row. (PROB) The Two key: Row 7, Column 2 (nPr)  The Five Key: Row 6, Column 2 The EXE key: Row 8, Column 5      It's blue.


You should get 10C6 = 210 and 9P5= 15120.

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