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What can you deduce about the gradients of curves linking (0,0), (8,8) and (4,6)?
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Get started with calculus by exploring the connections between the sign of a curve and the sign of its gradient.
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Can you solve this inequalities challenge?
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How did Archimedes calculate the lengths of the sides of the polygons which needed him to be able to calculate square roots?
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The twelve edge totals of a standard six-sided die are distributed symmetrically. Will the same symmetry emerge with a dodecahedral die?
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Prove that k.k! = (k+1)! - k! and sum the series 1.1! + 2.2! + 3.3! +...+n.n!
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Find the relationship between the locations of points of inflection, maxima and minima of functions.
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Can you fit polynomials through these points?
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Here you have an opportunity to explore the proofs of the laws of logarithms.
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Which of the statements is true?
