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Mathematics

AI prompts for junior secondary learners.

📝 3 Mathematics practice tests with answers →
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722 prompts matching "Practice Questions: What complementary events are"

Showing only prompts that state their year. 3 more in this subject don't name one, so choose All years to see them.

Step-by-Step: A sequence of square numbers

Act as my JSS2 Mathematics tutor. Break a sequence of square numbers into numbered steps a

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More Practice: Expanding the product of two brackets

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Step-by-Step: Factorising a difference of two squares

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More Practice: Simplifying an algebraic fraction whose denominator is a bracket

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More Practice: Substituting a value into an algebraic expression

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More Practice: Which transformations keep a shape the same size

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More Practice: The angle sum of a triangle used inside a polygon

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Spot My Mistake: Using the formula for the area of a circle

Act as my JSS2 Maths tutor. I'll show you my working for a question on using the formula f

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More Practice: Why the exterior angles of any polygon add to 360 degrees

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More Practice: Identifying the centre of enlargement and the scale factor

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Step-by-Step: What an angle of depression is

Act as my JSS2 Mathematics tutor. Break what an angle of depression is into numbered steps

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Spot My Mistake: The plan view of a cone compared with its elevation

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More Practice: A bearing written as an acute angle from north or south

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Worked Example: The squares on the three sides of a right-angled triangle drawn out

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More Practice: The statement of Pythagoras' theorem

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Quiz Me: Calculating the curved surface area of a cone

Act as my JSS2 Maths tutor and quiz me on cylinders and cones - surface area, especially o

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Spot My Mistake: Calculating the curved surface area of a cylinder

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Worked Example: The curved surface area of a cone found from its slant height

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Test My Knowledge of Cylinders and Cones - Surface Area

Give me a short 5-question quiz on cylinders and cones - surface area covering calculating

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Check My Understanding of Cylinders and Cones - Surface Area

Ask me questions to check whether I really understand calculating the total surface area o

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