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Mathematics

AI prompts for junior secondary learners.

📝 3 Mathematics practice tests with answers →
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836 prompts matching "BECE Practice: Drawing without replacement, and how the probability changes"

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

Real-Life Word Problem: Identifying the x-axis and y-axis on the Cartesian plane

Act as my JSS2 Maths tutor. Create a word problem set in Balogun Market where Ngozi is dea

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More Practice: Naming the four quadrants

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Learn: Reading the gradient and the intercept off the equation of a line

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More Practice: Comparing two ratios by writing them as fractions

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Learn: Expanding an expression in the form (a + b)(c + d)

Act as my JSS2 Maths tutor. Teach me about algebraic expressions - expansion and factorisa

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Real-Life Word Problem: Identifying the centre, direction and angle of a rotation

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More Practice: Which transformations keep a shape the same size

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Practice Questions: Finding the mirror line from a pair of corresponding points

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

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Quiz Me: A diagram needing both the point fact and the straight-line fact

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Practice Questions: The two equal angles of an isosceles triangle in a diagram

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

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Test My Knowledge of Scale Drawing and Enlargement

Give me a short 5-question quiz on scale drawing and enlargement covering drawing an actua

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Quiz Me: Identifying the plan and elevation views of a cylinder or cone

Act as my JSS2 Maths tutor and quiz me on views, plans and sketches of solids, especially

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Worked Example: Drawing the front elevation of a triangular prism

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Real-Life Word Problem: Identifying the plan and elevation views of a cube or cuboid

Act as my JSS2 Maths tutor. Create a word problem set in Onitsha Main Market where Halima

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Learn: Sketching the plan and the two elevations of a cylinder

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More Practice: The statement of Pythagoras' theorem

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Check My Understanding of Pythagoras' Theorem

Ask me questions to check whether I really understand using Pythagoras' theorem to find a

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More Practice: The total surface area of a cone worked out in full

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