Using the development of the cubic splines as a model, derive the appropriate equations and algorithm to provide a quadratic spline interpolant to data (ti, yi) for 0 ≤i ≤n, where t0<t1<⋯<tn . If Q is the spline interpolant, then the numbers zi=Q^'(ti) are well defined. Find the equations governing z0, z1, …, zn. You should discover that one of the z points can be arbitrary, say z0=0. | Numerade
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