Here is a line. One end says impossible, the other end says certain, and the middle says even chance.
Think about this: "It will rain in Galway this week." Where on this line would you put it? Right at the end, near the middle, or somewhere in between?
Watch four everyday events already placed on the likelihood line. Look at where each one sits and think about why it landed there.
One event sits at each end, one lands on the middle even-chance mark, and one lands in between. Watch how far from the middle each one goes, and think about why.
Today we place these events on the line together, one at a time:
Our judge stays on the middle: a coin landing heads is an even chance. Before each card goes down, we ask, is this event more likely or less likely than a coin landing heads?
In your maths copy, draw a likelihood line right across the page. Label the left end impossible, the middle even chance, and the right end certain.
Then mark these four events as points along your line:
Now the harder work: some of these events are both likely, so we have to decide which one is more likely and which sits closer to certain.
Here are the four events to place:
For that last card, ask yourself: do we know how many red and how many green are in the jar? What would we need to know before we could place it?
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