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Let [y=p(x)] define the parabola satisfying [p(i) = cosh(i)

Let [y=p(x)] define the parabola satisfying [p(i) = cosh(i)] , [i=-1,0,1… Show more Please answer the question Let [y=p(x)] define the parabola satisfying [p(i) = cosh(i)] , [i=-1,0,1] . To find [p(x) = ax^2+bx+c] solve a suitable linear system. You get [p(x) =] and [max_{-1leq xleq 1}|cosh x – p(x)| =] . The positive value of [x] where this maximum deviation occurs is [x=] . To compute the maximum deviation you have to solve a nonlinear equation. I used Newton’s Method. • Show less


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