Mathematics
AI prompts for senior secondary learners.
📝 2 Mathematics practice tests with answers →📅 36-Week WAEC Study Guide for Mathematics →363 prompts matching "A three-figure bearing read from a diagram (IGCSE Marking)"
WAEC Pitfalls: Acute angle bearing
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Subscribe to unlock allWAEC Pitfalls: Bearing word problems in Nigerian travel contexts
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Subscribe to unlock allWAEC past questions: The common difference found from two given terms
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Subscribe to unlock allWAEC past questions: A journey described by two successive bearings
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Subscribe to unlock allWAEC past questions: A bearing problem solved with the cosine rule
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Subscribe to unlock allWAEC past questions: Finding a missing value from a stated mean
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Subscribe to unlock allWAEC past questions: The equation of a line from its drawn graph
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Subscribe to unlock allWAEC past questions: Finding both constants of a partial variation from two pairs
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Subscribe to unlock allWAEC past questions: A tree diagram whose branches are not equally likely
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Subscribe to unlock allWAEC past questions: Predicting a further value from a direct variation
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Subscribe to unlock allWAEC past questions: A tank or silo built from two familiar solids
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Subscribe to unlock allWAEC past questions: A conclusion that does not follow from the implication
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Subscribe to unlock allWAEC past questions: The locus of points a fixed distance from a line
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Subscribe to unlock allWAEC past questions: Choosing which circle theorem a diagram calls for
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Subscribe to unlock allWAEC past questions: Adding three numbers in base five
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Subscribe to unlock allWAEC past-question style: A problem combining a bearing with an angle of elevation
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Subscribe to unlock allExplain back: Differentiating x squared from first principles
I have just studied differentiating x squared from first principles in my SS3 Mathematics
Subscribe to unlock allWorked example: Differentiating a linear function from first principles
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Subscribe to unlock allPractice set: Differentiating x cubed from first principles
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Subscribe to unlock allSpot my mistake: Reading the gradient off the curve instead of off the derivative
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