Collect, display and interpret data using charts and diagrams!
Tallies record data one mark at a time. Every 5th mark goes across the previous 4 (a "gate").
Count the gates (Γ5) and add remaining single marks.
Example: IIII II = 5 + 2 = 7
Each symbol represents a fixed number (the key). Multiply symbols by the key value.
Example: key = 2. Sport has 5 symbols β 5 Γ 2 = 10 students
Half a symbol = half the key value.
Each bar's height shows the frequency. Read the scale on the y-axis carefully.
From a bar chart you can find: total, most/fewest, difference, range.
A Carroll diagram sorts data into 2 criteria (yes/no for each). Makes a 2Γ2 table.
Example: Even / Not even Γ Greater than 10 / Not greater than 10.
Each number goes in exactly one cell.
Two overlapping circles. Numbers in the overlap satisfy both conditions. Numbers outside both circles satisfy neither.
Total = A only + Both + B only + Neither
Count: IIII IIII II
Key: 1 symbol = 2 students. Cricket has 3 symbols. How many students?
How many symbols for 16 students?
Books read per day: Mon 4, Tue 8, Wed 6, Thu 10, Fri 12
Circle A: multiples of 2. Circle B: multiples of 3. Numbers 1β20.
Mon=4, Tue=8, Wed=6, Thu=10, Fri=12, Sat=8, Sun=2
Count each tally and write the total.
Use the pictogram data: Football=5 symbols, Cricket=3, Tennis=4, Swimming=7, Badminton=2.
Books read per day: Mon=4, Tue=8, Wed=6, Thu=10, Fri=12, Sat=8, Sun=2.
Numbers 1β10 sorted: even/odd AND greater than 10/not. Second diagram: multiples of 3.
Circle A = multiples of 2. Circle B = multiples of 3. Numbers 1β20.