This document contains a math lesson on averages, including the median and mode. It provides examples of calculating the median and mode of various data sets. It asks students to find the mode and median of 8 practice data sets. It then provides a larger data set and asks students to calculate the median. Finally, it asks students to define the terms mode and median.

1. MATHS:
Created by Sabba Shah

2. STARTER:
Answer the following questions below.
Timetables:
1x5= 1x10= 1x2=
2x5= 2x10= 2x2=
3x5= 3x10= 3x2=
4x5= 4x10= 4x2=
5x5= 5x10= 5x2=
6x5= 6x10= 6x2=
7x5= 7x10= 7x2=
8x5= 8x10= 8x2=
9x5= 9x10= 9x2=
10x5= 10x10= 10x2=
11x5 11x10= 11x2=
12x5= 12x10= 12x2=

3. TUESDAY 7TH JULY 2015
Title: Averages
L.o: To learn how to find the
median and the mode.
Keywords:
Mode
Median

4. MEDIAN: MIDDLE NUMBER,
PUT THE NUMBERS IN
ORDER FIRST.
Mode: value that
occurs the most.

5. IN THESE SETS OF QUESTIONS FIND
THE MODE AND MEDIAN.
1) 1,3,3,5,6,7,7 mode: median:
2) 11,12,13,13,14,14,15,15,16 mode: median:
3) 1,2,3,4,5,5,7 mode: median:
4) 1,3,8,9,9,10,11 mode: median
5) 15,15,15,15,17,17,18,19,25 mode: median:
6) 1,5,7,6,6,6,6,6,6,6,6,6 mode: median:
7) 10,5,10,5,10,10,3,4 mode: median:
8) 34,34,6,1,0,56,19,5 mode: median:

6. WHEN YOU HAVE FINISHED THOSE
QUESTIONS.
TELL ME WHAT MODE AND MEDIAN IS?
ANSWER THE FOLLOWING QUESTIONS
BELOW.
1) 26,34,45,28,27,38,40,24,27,33,32,41,38. median=
2) 0,1,5,6,6,7,10,11,13,14,15. median=
3)