Mathematics
AI prompts for junior secondary learners.
📝 3 Mathematics practice tests with answers →1,023 prompts matching "Explain Quantitative Reasoning on Similar Shapes Back to You"
Showing only prompts that state their year. 3 more in this subject don't name one, so choose All years to see them.
Learn: Constructing sixty degrees with a single arc
You are my personal JSS1 Mathematics tutor. Teach me constructing sixty degrees with a sin
Subscribe to unlock allQuiz Me: Constructing the angle at each end of the side
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Subscribe to unlock allQuiz Me: Constructing each side and angle in turn
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Subscribe to unlock allQuiz Me: Constructing a parallel line with compasses
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Subscribe to unlock allQuiz Me: Constructing a perpendicular from a point above a line
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Subscribe to unlock allQuiz Me: Joining the two arc crossings to bisect the line
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Subscribe to unlock allQuiz Me: Constructing a right angle at the end of a line
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Subscribe to unlock allPractice: Constructing an angle of 135 degrees
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Subscribe to unlock allPractice: Finding the third angle before constructing
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Subscribe to unlock allPractice: Checking that the polygon closes at the end
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Subscribe to unlock allLearn: Counting along the x-axis and then up the y-axis
You are my personal JSS1 Mathematics tutor. Teach me counting along the x-axis and then up
Subscribe to unlock allQuiz Me: A point that lies on an axis
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Subscribe to unlock allLearn: Collecting data with a questionnaire
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Subscribe to unlock allQuiz Me: How statistics helps a school make a decision
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Subscribe to unlock allQuiz Me: Collecting data by observation
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Subscribe to unlock allQuiz Me: Taking every tenth name on a list
Act as my JSS1 Mathematics tutor and quiz me on taking every tenth name on a list. Ask fiv
Subscribe to unlock allQuiz Me: Turning a tally chart into a frequency table
Act as my JSS1 Mathematics tutor and quiz me on turning a tally chart into a frequency tab
Subscribe to unlock allLearn: What makes a collection a set
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Subscribe to unlock allQuiz Me: Drawing one set inside the universal set
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Subscribe to unlock allQuiz Me: Two sets whose intersection is empty
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