Expected outcomes
The Maths Habit
Both spinners are spun lots of times. Which one lands on red more often?
Spinner A. Half of it is red.
The spinner is red 1 time in every 4. How many reds would you expect?
Work out
- Probability
- How likely something is to happen. It is a number from 0 to 1.
- Trial
- One go: one spin, one flip or one roll.
- Expect
- How many times you think it will happen. The real number can be a bit more or less.
- Fair
- Each side or section has the same chance.
- 1Fill in the fraction.The bottom goes under Out of. The top goes under Expect.
- 2Divide by the bottom.Trials ÷ bottom. Write it by both arrows.
- 3Multiply by the top.Top × that number. This is how many you expect.
P(red) = 14. How many reds would you expect in 20 spins?
P(blue) = 12. How many blues would you expect in 14 spins?
P(red) = 14. How many reds would you expect in 20 spins?
P(win) = 110. How many wins would you expect in 30 games?
P(red) = 14. How many reds would you expect in 20 spins?
P(green) = 14. How many greens would you expect in 24 spins?
P(red) = 14. How many reds would you expect in 20 spins?
P(red) = 12. How many reds would you expect in 18 spins?
1P(red) = 110. How many reds would you expect in 40 spins?
2P(head) = 12. How many heads would you expect in 10 flips?
3P(win) = 14. How many wins would you expect in 28 games?
P(red) = 34. How many reds would you expect in 20 spins?
P(win) = 310. How many wins would you expect in 20 games?
P(red) = 34. How many reds would you expect in 20 spins?
P(green) = 710. How many greens would you expect in 30 spins?
P(red) = 34. How many reds would you expect in 20 spins?
P(blue) = 34. How many blues would you expect in 12 spins?
P(red) = 34. How many reds would you expect in 20 spins?
Sam plants 50 seeds. P(a seed grows) = 910. How many would you expect to grow?
Answer sheet
Is it right?
Thumbs up: right. Thumbs down: wrong.
P(red) = 14. 20 spins. Expect 5 reds.
RightP(red) = 12. 10 spins. Expect 2 reds.
Wrong: 10 ÷ 2 = 5P(win) = 34. 8 games. Expect 2 wins.
Wrong: 2 × 3 = 6P(head) = 12. 16 flips. Expect 8 heads.
RightP(red) = 110. 50 spins. Expect 10 reds.
Wrong: 50 ÷ 10 = 5
P(red) = 0.3. How many reds would you expect in 200 spins?
60Roll a fair dice 60 times. Will you get exactly 10 sixes?
Not alwaysA pin lands point up 3 times in 10 throws. How many point up would you expect in 100 throws?
30
P(red) = 14. How many reds would you expect in 32 spins?
8P(win) = 310. How many wins would you expect in 40 games?
12A coin is flipped 18 times. P(head) = 12. How many heads?
9