New
New
Year 3
Make different sized angles by rotating two lines around a fixed point
I can create different sized angles by rotating lines around a point.
New
New
Year 3
Make different sized angles by rotating two lines around a fixed point
I can create different sized angles by rotating lines around a point.
Lesson details
Key learning points
- An angle is a measurement of turn.
- It doesn't matter how long the lines are, the amount of turn forms the angle.
- The point or angle is where the two lines meet.
Keywords
Angle - An angle is a measure of turn.
Rotate - To turn around a fixed point.
Fixed point - A point that does not change or move.
Clockwise - Clockwise is the direction that the hands of an analogue clock travel.
Anticlockwise - Anti-clockwise is the opposite direction to which the hands of an analogue clock travel.
Licence
This content is © Oak National Academy Limited (2024), licensed on Open Government Licence version 3.0 except where otherwise stated. See Oak's terms & conditions (Collection 2).
Video
Loading...
Starter quiz
Download starter quiz
6 Questions
Q1.
Match the start and end of the sentence to show what happened in the image.
to the left
to the right
Q2.
This shape turned to the right. How far did it turn?
One half turn
Three-quarters of a turn
Q3.
The shape made a turn. How far did it turn?
Three-quarters of a turn
One quarter turn
Q4.
This shape made a turn to the left. How far did it turn?
One half turn
One quarter turn
Q5.
Which of the statements are true for polygons?
Polygons have straight and curved sides
Polygons have exactly four vertices
Q6.
Here are two polygons. What is the same for both shapes?
All sides are the same length in both shapes
Exit quiz
Download exit quiz
6 Questions
Q1.
An is a measure of turn.
Q2.
Hands on an analogue clock always rotate .
anticlockwise
Q3.
Which arrows show an anticlockwise turn?
a
Q4.
Angles are made when something rotates around a point.
small
large
Q5.
Match the start of the sentence to the end to make them true.
fixed point
turn
lines
Q6.
Order these angles from smallest to largest.
