There's a smart freshman who's going to be in my school's Academic Decathlon team next year. However, Academic Decathlon tests over all of high school math, so I ask: How can I teach a fast learner an overview of high school math in around 7 months?
There's a smart freshman who's going to be in my school's Academic Decathlon team next year. However, Academic Decathlon tests over all of high school math, so I ask: How can I teach a fast learner an overview of high school math in around 7 months?
He already knows a bit of algebra. I don't know what he was taught in elementary school. I think that he'll be able to pick up the forumlae of geometry quickly - perhaps not its elegance, but certainly its formulas. I think that trig'll be a bit of a stumbling block, but the derivative will be straightforwards.
The testing material is, according to Academic Decathlon:
- 10% "general math", including permutations and probability of equally likely events
- 30% algebra, including polynomial equations, inequalities, functions, complex numbers, graphs, and sequences/series.
- 30% geometry, including right triangles, coordinates, plane figures, and congruency.
- 20% trig, including right triangle relationships, trig functions, inverse trig functions, graphs, identities, and trig equations.
- 10% calculus, including limits, derivatives, antiderivatives, tangent lines, rates of change, maxima/minima, and inflection points/concavity.
posted by LSK to human relations (6 answers total) 1 user marked this as a favorite
Is the math mostly conceptual or is it more of a speed competition? I kind of doubt a freshman who hasn't finished algebra is going to be able to wrap his brain around the finer points of calculus but there are a lot of formulas he can memorize and apply.
posted by martinX's bellbottoms at 5:53 PM on April 3, 2008