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Recursionhard
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The Chebyshev polynomials of the first kind satisfy the recurrence: Tn(x)=2xTn−1(x)−Tn−2(x)T_n(x) = 2x T_{n-1}(x) - T_{n-2}(x)Tn​(x)=2xTn−1​(x)−Tn−2​(x) with T0(x)=1T_0(x) = 1T0​(x)=1 and T1(x)=xT_1(x) = xT1​(x)=x. Compute T3(x)T_3(x)T3​(x).