Assume that n, z(1 : n), L, R, and a(16) are available. Write an efficient Matlab...

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Assume that n, z(1 : n), L, R, and a(16) are available. Write an efficient Matlab script that assigns to q(i) the value of the polynomial q(x) = = a₁ + a2(x − L) + a3(x − L)² + a₁(x − L)³ + a5(x − L)³(x − R) + a6(x − L)³(x − R)² at x = z₁, i = 1 : n. It doesn't matter whether q(1 : n) is a row vector or a column vector. Assume that n, z(1 : n), L, R, and a(16) are available. Write an efficient Matlab script that assigns to q(i) the value of the polynomial q(x) = = a₁ + a2(x − L) + a3(x − L)² + a₁(x − L)³ + a5(x − L)³(x − R) + a6(x − L)³(x − R)² at x = z₁, i = 1 : n. It doesn't matter whether q(1 : n) is a row vector or a column vector.

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To write an efficient MATLAB script that evaluates the given polynomial for each element in the vect... View the full answer