1,045 prompts matching "Learn: What it means for an operation to be commutative"
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Worked Example: Factorising a quadratic whose leading coefficient is not one
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Common Mistakes: Writing down the roots once the brackets are found
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Final Revision: A word problem solved by factorising a quadratic
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Practice: Giving the roots correct to two decimal places
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Common Mistakes: Roots that are reciprocals of one another
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Practice: The value of alpha to the fourth plus beta to the fourth
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Common Mistakes: A symmetric function needing the sum and product twice over
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Common Mistakes: A word problem giving one linear and one quadratic equation
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WAEC Prep: Finding the values of m for which a line cuts a curve twice
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Final Revision: A word problem about a line and a parabola
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Common Mistakes: Multiplying one polynomial by another
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Common Mistakes: The degree of the quotient and of the remainder
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Final Revision: Writing the result of a polynomial division out in full
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Common Mistakes: The remainder theorem applied to a quartic
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Practice: Showing that x plus 3 is a factor of a given polynomial
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Explain Back: Finding a coefficient so that a stated expression is a factor
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Final Revision: A factor theorem question set in the WAEC style
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Practice: Factorising a quartic as the product of two quadratics
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WAEC Prep: Factorising the difference of two cubes
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Worked Example: How many roots a cubic equation has
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