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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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900 prompts matching "Modular arithmetic in real-life scheduling situations"

Worked example: Multiplying two surds together

Act as my SS2 Mathematics tutor. Take me through one full worked example on multiplying tw

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Explain back: The theoretical probability of a single event

I have just studied the theoretical probability of a single event in my SS2 Mathematics cl

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Explain back: Rearranging the sine rule to make the angle the subject

I have just studied rearranging the sine rule to make the angle the subject in my SS2 Math

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Explain back: What must be stated to describe a reflection fully

I have just studied what must be stated to describe a reflection fully in my SS2 Mathemati

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Explain back: Recognising a linear equation from its form

I have just studied recognising a linear equation from its form in my SS2 Mathematics clas

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Worked example: Writing both sides of the equation to the same base

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Explain back: Turning a described total into an equation

I have just studied turning a described total into an equation in my SS2 Mathematics class

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Worked example: Constructing rays from the centre of enlargement

Act as my SS2 Mathematics tutor. Take me through one full worked example on constructing r

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Explain back: Reading f of x as a rule applied to x

I have just studied reading f of x as a rule applied to x in my SS2 Mathematics class. Let

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Explain back: The curved surface as an unrolled rectangle

I have just studied the curved surface as an unrolled rectangle in my SS2 Mathematics clas

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Worked example: Making one variable the subject before substituting

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Explain back: Doing the same operation to both sides of an equation

I have just studied doing the same operation to both sides of an equation in my SS2 Mathem

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Explain back: The first term and the common difference

I have just studied the first term and the common difference in my SS2 Mathematics class.

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Explain back: Why angles at a point add to 360 degrees

I have just studied why angles at a point add to 360 degrees in my SS2 Mathematics class.

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Worked example: Choosing suitable scales for both axes

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Worked example: Counting the six faces of a cuboid

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Explain back: Using y minus y one equals m times x minus x one

I have just studied using y minus y one equals m times x minus x one in my SS2 Mathematics

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Worked example: Recognising a quadratic from the squared term

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Worked example: Plotting paired data as points

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Explain Back: Corresponding angles in parallel lines

Act as my SS2 Maths tutor. After I recap how corresponding angles formed when a line cross

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