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Primary 4 Angles study guide: the whole chapter, step by step
About this subtopic
This mixed practice stop brings together 2 topics from Primary 4 Angles: Naming and measuring angles, Drawing an angle. Nothing on the question says which topic it comes from, so choosing the method is part of the skill.
Practice questions with worked solutions
Question 1 is free to try. The other 2 open in the free trial, each with its full working.
Print this subtopic · included with a plan
2 more questions, each with its full working.Answers checked, progress kept, wrong ones come back in revision. No card needed.
Start the 7-day free trialQuestion 1 of 3 · Intermediate · free to tryRahim draws ∠PQR = 143° at the point Q. He then draws one more ray QS inside…Rahim draws ∠PQR = 143° at the…
Rahim draws ∠PQR = 143° at the point Q. He then draws one more ray QS inside ∠PQR so that ∠PQS = 58°. What is the size of ∠SQR on his finished drawing?
Show the working and the answer
Working
- the whole angle drawn, ∠PQR = 143°
- the ray QS drawn inside it, ∠PQS = 58°
- the angle taken off = 58°
- ∠SQR is the rest of ∠PQR
- ∠SQR = 143° − 58° = 85°
Answer: 85°
For parents
How should my child approach P4 angles mixed practice?
These mixed questions connect stated angle sizes to a drawing that is completed or extended.
What your child learns here
These mixed questions connect stated angle sizes to a drawing that is completed or extended. Your child reads the named openings, decides which parts belong together and works out an unknown size in degrees. The Primary 4 angle outcomes provide the language for that reasoning: notation identifies the opening, measurement describes its size, and an added ray changes which angle the question asks about.
- Read the named angles and identify the opening whose size is required, distinguishing it from the whole angle shown in the drawing.
- Use the vertex letter to locate the intended opening when several arms share a point or appear in one figure.
- Add adjacent angle parts, subtract a known part from a whole angle, or halve an opening when it is divided into two equal angles.
- Relate a numerical reading to the opening shown, including comparison with the familiar 90° right angle.
Does the answer make sense?
For a marked angle named ∠PQR, both arms must meet at Q before any degree reading can answer the question. Your child can trace from Q towards P and from Q towards R, then confirm that the measured or drawn opening lies between those same two arms.
How to practise these questions
The current mixed angle set contains Intermediate questions throughout. They combine a stated angle with an extra ray: finding a remaining part, joining adjacent angle parts or dividing an opening into two equal parts. Your child should identify the whole opening and the requested part before choosing addition, subtraction or division. Use the supplied degree values for the calculation and keep the angle names beside the working so that each number has a clear referent. There is no separate Basic or Challenge group in this set. If a calculation is difficult, ask your child to explain which two arms enclose the answer, then compare that explanation with the written solution before trying again.
Questions parents ask
Why can my child measure angles but hesitate in a mixed set? The new demand may be choosing the task, rather than using the instrument. On a measuring page that choice is already made. In a mixed set, ask your child to explain whether the question wants letters, a degree value or a construction before beginning. This short decision often makes the next action much clearer.
Should my child use a protractor for every angle question? A naming question can often be answered from the vertex and arm labels alone. A measurement or construction needs the protractor when the size is not otherwise supplied. Your child should read the instruction first, because adding an accurate measurement does not replace a requested three-letter name, and a name does not supply the requested number of degrees.
What should I revisit after an uncertain answer? Identify the part that was uncertain: locating the vertex, choosing the zero or drawing the second arm. Return to the matching focused subtopic for a short attempt, then revisit the mixed question. Keeping the review specific helps your child connect the tool movement to its purpose instead of repeating every angle exercise from the beginning.