y–values as weights or frequencies. The weights can be integers or non–integers.Example: Mean (One Variable).

Production supervisor May Kitt wants to determine the average time that a certain process takes. She randomly picks six people, observes each one as he or she carries out the process, and records the time required (in minutes):

15.5

9.25

10.0

 

 

 

12.5

12.0

8.5

 

 

 

Calculate the mean of the times. (Treat all data as x–values.)

Keys:Display:Description:

zb{´}



Clears the statistics registers.

15.5

6

 

 

)

Enters the first time.

9.25

610 612.5



Enters the remaining data;

612 68.5 6

)

six data points accumulated.

{/{

 

}

 

Calculates the mean time to

º

) 

 

 

 

 

 

complete the process.
Example: Weighted Mean (Two Variables).

A manufacturing company purchases a certain part four times a year. Last year's purchases were:

Price per Part (x) $4.25 $4.60 $4.70 S4.10Number of Parts (y) 250 800 900 1000

Find the average: price (weighted for the purchase quantity) for this part. Remember to enter y, the weight (frequency), before x, the price.

 

Keys:

Display:

Description:

zb{´}



Clears the statistics registers.

250

š4.25 6 ) Enters data; displays n.

800

š4.66 )

 

900

š4.76 )

 

Statistical Operations 11–5

File name 32sii-Manual-E-0424

 

Printed Date : 2003/4/24

Size : 17.7 x 25.2 cm