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Mathematics

AI prompts for senior secondary learners.

📝 2 Mathematics practice tests with answers →📅 36-Week WAEC Study Guide for Mathematics →
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757 prompts matching "Treating a partial variation as a direct one"

Worked example: Evaluating a negative expression in modular arithmetic

Act as my SS3 Mathematics tutor. Take me through one full worked example on evaluating a n

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Worked example: Turning a recurring decimal into a fraction with a geometric series

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Worked example: The locus of points equidistant from two fixed points

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Worked example: Inserting a geometric mean between two numbers

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Worked example: Drawing an accurate bearing diagram before calculating

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Worked example: Locating the quartiles in an ordered set of data

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Worked example: Finding the number in neither set from a Venn diagram

Act as my SS3 Mathematics tutor. Take me through one full worked example on finding the nu

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Worked example: An equation modulo 12 solved on the clock face

Act as my SS3 Mathematics tutor. Take me through one full worked example on an equation mo

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Worked example: Choosing the right form of the sum formula for r above or below 1

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Worked example: The angle between a line and a plane

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Worked example: Solving two line equations simultaneously to find where they meet

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WAEC Pitfalls: Acute angle bearing

Act as my WAEC Maths exam coach. I am in SS 3. What are the typical pitfalls candidates fa

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Explain back: Differentiating x squared from first principles

I have just studied differentiating x squared from first principles in my SS3 Mathematics

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Worked example: Differentiating a linear function from first principles

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Quiz me: Differentiating a sum of powers term by term

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Explain back: Why the derivative of a constant is zero

I have just studied why the derivative of a constant is zero in my SS3 Mathematics class.

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Worked example: Differentiating a polynomial with negative indices

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Quiz me: Evaluating the derivative at a given value of x

Act as my SS3 Mathematics tutor and quiz me on evaluating the derivative at a given value

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Explain back: The gradient of a chord set against the gradient of a tangent

I have just studied the gradient of a chord set against the gradient of a tangent in my SS

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Spot my mistake: Reading the gradient off the curve instead of off the derivative

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