Mathematics
AI prompts for junior secondary learners.
📝 3 Mathematics practice tests with answers →417 prompts matching "Developing Pythagoras' rule algebraically from a right-angled triangle"
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Cambridge Way: Constructing a right-angled triangle
I am a JSS1 pupil following the Cambridge Lower Secondary curriculum. Teach me constructin
Subscribe to unlock allCheckpoint Question: The properties of a right-angled triangle
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Subscribe to unlock allLearn: Completing a table of values from a rule
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Subscribe to unlock allPractice: Finding a missing side from the perimeter of a triangle
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Subscribe to unlock allLearn: Constructing a right angle from a semicircle
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Subscribe to unlock allCheckpoint in Real Life: A triangle with a right angle in it
I am a JSS1 pupil preparing for the Cambridge Lower Secondary Checkpoint. Give me a real-l
Subscribe to unlock allCheckpoint Practice: Constructing a triangle from three sides, with the arcs shown
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Subscribe to unlock allWorked Example: Constructing a triangle from a rough sketch with measurements
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Subscribe to unlock allPractice: A calculation where working left to right gives the wrong answer
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Subscribe to unlock allQuiz Me: Moving right to subtract a negative number
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Subscribe to unlock allQuiz Me: The rule for adding two numbers with different signs
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Subscribe to unlock allQuiz Me: A sequence rule that multiplies rather than adds
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Subscribe to unlock allQuiz Me: Testing an nth term rule on the first few terms
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Subscribe to unlock allPractice: Describing a sequence rule in a full sentence
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Subscribe to unlock allQuiz Me: A rule that is not a function, and why
Act as my JSS1 Mathematics tutor and quiz me on a rule that is not a function, and why. As
Subscribe to unlock allQuiz Me: Reading the rule off a drawn machine
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Subscribe to unlock allQuiz Me: Putting a number into a two-step rule
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Subscribe to unlock allQuiz Me: Working backwards through a two-step rule
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Subscribe to unlock allQuiz Me: Testing a suggested rule on every row of a table
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Subscribe to unlock allPractice: Why every prism uses the same volume rule
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