You already know how to measure an angle that is already drawn on the page. Today the job flips: I will give you a size, and you draw the angle to match.
Watch the screen. I am going to draw a 60° angle in three moves. Before I start, tell me: which do you think comes first, the dot in the middle or the slanted line?
Each angle was drawn in three moves: mark the dot, rule the baseline, then count round to the target and mark it, and rule the second ray through that mark. Here are four angles drawn to a target: 60°, then 95°, then 135°, then a tricky 175° that is almost a straight line. For each one, look at where the ray lands against the scale.
The 175° one is the one to watch: the ray is nearly flat, so a tiny slip changes the reading a lot.
Say the target aloud together before anyone drags the ray.
Today we draw these angles together on the board: 110°, then 75°, then 90°. The whole class calls out the size and predicts where the ray has to land, then a volunteer comes up to set it on the board.
Now you draw them yourself. In your maths copy, use your protractor to draw each of these angles and label it with its size underneath:
When you finish, circle the one you found hardest to draw.
Now we practise to the target on the board. We work through these in order: 40°, then 125°, then 90°, and finally 160°. Set the ray, then use Check to confirm each one before we move on.
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