The p.d.f. of a random variable T is g(t) = 6t(l - t) for 0 t

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The p.d.f. of a random variable T is g(t) = 6t(l - t) for 0 ≤ t ≤ 1. This requires a computer (or Newton's method) to solve the equations.
Find the quartiles of a random variable with the given p.d.f. Illustrate the areas on a graph of the p.d.f.
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