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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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585 prompts matching "Quiz: A fractional index whose numerator is not one"

WAEC pitfalls: Dividing by a determinant of zero

Act as my SS3 Mathematics tutor. Show me the mistake candidates most often make on dividin

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Explain back: Solving by multiplying through by the inverse matrix

I have just studied solving by multiplying through by the inverse matrix in my SS3 Mathema

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Worked example: Solving a 2 by 2 system by the matrix method

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WAEC pitfalls: Writing the coefficients out of order in the matrix

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Explain back: The line of symmetry and the turning point

I have just studied the line of symmetry and the turning point in my SS3 Mathematics class

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WAEC pitfalls: Joining the plotted points of a curve with straight lines

Act as my SS3 Mathematics tutor. Show me the mistake candidates most often make on joining

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Explain back: Rearranging an equation so it can be solved from a drawn curve

I have just studied rearranging an equation so it can be solved from a drawn curve in my S

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Worked example: Solving a quadratic graphically by adding a straight line

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

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WAEC pitfalls: Giving a graphical answer to more accuracy than the scale allows

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Explain back: Shading the feasible region on a graph

I have just studied shading the feasible region on a graph in my SS3 Mathematics class. Le

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Worked example: Testing the vertices of the feasible region

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WAEC pitfalls: Ignoring the non-negativity constraints

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Explain back: Plotting a cumulative frequency curve at the upper class boundaries

I have just studied plotting a cumulative frequency curve at the upper class boundaries in

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Worked example: Estimating the median from a cumulative frequency curve

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Worked example: The mean deviation of an ungrouped data set

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WAEC pitfalls: Dividing by the wrong number of items

Act as my SS3 Mathematics tutor. Show me the mistake candidates most often make on dividin

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Explain back: Drawing a bar chart with equal bar widths

I have just studied drawing a bar chart with equal bar widths in my SS3 Mathematics class.

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Worked example: Reading a quantity from a pie chart given the total

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WAEC pitfalls: Comparing two pie charts of different totals directly

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WAEC pitfalls: Dropping trailing zeros that are in fact significant

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