This episode moves on from measuring angles to calculating angles on a straight line and full turn.
Zach and Kayla want to add some more ramps to their virtual skate park. They discover that one of the angle measurements on their design is missing, and Ada teaches them to work out the missing angle by subtracting the given angle from 180掳.
She then teaches them to check their answer by adding the two angles and checking that they equal 180掳. They repeat this with another ramp, this time including a right angle. A bar model is displayed to show how the three angles add up to 180掳.
Zach and Kayla decide to add a pizza van to their virtual city. Ada uses this opportunity to teach them how the angles around a full turn add up to 360掳, and how to find a missing angle by subtracting given angles from 360掳.
This short animated film is from the 大象传媒 Teach series, Neon City: Measurement and Geometry.
Download/print an A4 activity sheet for this episode (PDF, 204KB). See link below for answers.
Teacher notes
Before watching
You might want to ensure that children are confident with measuring angles.
It would be helpful if they are secure in their knowledge of the types of angles, and know that a right angle equals 90 degrees, a straight line is equal to 180掳 and a full turn is equal to 360掳. You also may want to recap methods for mental subtraction to ensure that children can confidently subtract from 180 and 360.
During the film
You might want to stop the film at appropriate points to check for understanding. As Ada asks Zach and Kayla to work out the missing angles, you could pause the film and ask your pupils to do the working themselves, and explain clearly how they got to their answer. Is there more than one way to work these out?
You could ask the pupils to draw a bar model similar to the one displayed on the screen, to show how the angles add up to 180掳, or 360掳.
After watching
You could provide the children with more examples of missing angle questions, on a straight line and around a full turn. Can they check their answers using the method taught in the film?
You could ask the children to draw their own examples of angles on a straight line or around a point, using a protractor, and then give to a partner to calculate the missing angles without using a protractor.
(PDF, 690KB)
Curriculum notes
This short film is suitable for teaching maths at KS2 in England and Northern Ireland, 2nd Level in Scotland and Progression steps 2 and 3 in Wales.
More from Neon City: Measurement and Geometry
Measuring area. video
Ada introduces Zach and Kayla to the concept of area, and different ways to measure and calculate the area of rectangles, triangles and composite shapes.
Perimeter. video
Zach and Kayla are creating windows for their virtual house design and Ada explains how they can work out the perimeter for the windows they want.
Volume. video
Kayla and Zach decide to build a swimming pool for their virtual city and Ada explains how to calculate the volume and capacity of a cuboid shape.
Metric and imperial measurements. video
Kayla and Zach decide to build a new hovertrain system from the city to the beach, but they get confused between kilometres and miles. Ada explains how to calculate betwen the two measurement systems, metric and imperial.
Measuring angles - Part 1. video
Kayla and Zach are designing ramps for the skatepark and Ada explains that designing ramps requires us to measure angles 鈥 the amount of turn between two lines.
Missing lengths and angles. video
A computer virus has corrupted the Neon City software. Zach and Kayla must answer four questions within three minutes, or their city will be erased.
Regular and irregular polygons. video
Zach鈥檚 design for a pond in the virtual city park leads to Ada explaining the properties of regular and irregular polygons.
Coordinates on a grid. video
Kayla and Zach are designing a fairground and need to plot where to place the different rides, so Ada teaches them about the x-axis and y-axis on a coordinate grid.
Units of time. video
Ada asks Kayla and Zach a series of quiz questions, requiring them to convert from one time measurement unit to another.