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Further Mathematics

AI prompts for senior secondary learners.

📅 36-Week WAEC Study Guide for Further Mathematics →
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1,334 prompts matching "A binary operation that is ordinary addition in disguise"

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Common Mistakes: A binary operation defined by arithmetic modulo n

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Worked Example: Testing whether a binary operation is closed on a given set

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Spot My Mistake: Finding the inverse of an element under a binary operation

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Show All Working: Solving an equation written in terms of a binary operation

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Showing that fg(x) is not the same as gf(x)

I am in SS 3. Quiz me with 5 short Additional Maths questions on demonstrating with a spec

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Learn: Reading a binary operation defined by a formula such as a*b = a + b - ab

You are my personal SS3 Further Mathematics tutor. Teach me reading a binary operation def

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Simplifying algebraic fractions that need factorising a quadratic first

I am in SS 3. Quiz me with 4 short Additional Maths questions on simplifying an algebraic

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Show that command word: line is tangent to a circle

I am in SS 3. Set me a 'show that the line is a tangent to the circle' coordinate geometry

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Show that command word: a function is its own inverse

I am in SS 3. Set me a 'show that' function question where I must show a given function is

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Explain Back: Showing that a system of concurrent forces is in equilibrium

I have just studied showing that a system of concurrent forces is in equilibrium in my SS3

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Spot My Mistake: De Morgan's law that the complement of a union is the intersection of the complements

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Common Mistakes: Showing that intersection distributes over union

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Quiz: Testing a binary operation for commutativity

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Practice: Testing a binary operation for associativity

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Explain Back: Finding the identity element of a binary operation

I have just studied finding the identity element of a binary operation in my SS3 Further M

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Final Revision: Proving that root 2 is irrational

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Common Mistakes: Proving that a quadratic expression is positive for every real x

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Final Revision: Solving a disguised quadratic by substitution

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Final Revision: Checking that the roots found satisfy the original equation

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Final Revision: Showing that a given motion is simple harmonic

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