Let f(2)=tan(z). Compute P for ze [4]. Use a line, i.e.. = co + cz....

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Let f(2)=tan(z). Compute € P₁ for ze [4]. Use a line, i.e.. = co + cz. You may use either method discussed during lecture (i.e., XXIXTY or Acb). • Use the constant and do not round. • Document every step explicitly (e.g., scale and row-swap operations). • Write the resulting approximation function, • Use the points (tan()) and (4, tan()) Let f(2)=tan(z). Compute € P₁ for ze [4]. Use a line, i.e.. = co + cz. You may use either method discussed during lecture (i.e., XXIXTY or Acb). • Use the constant and do not round. • Document every step explicitly (e.g., scale and row-swap operations). • Write the resulting approximation function, • Use the points (tan()) and (4, tan())

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To compute P for r given the function fx tanr we can use the least squares method to find the bestfi... View the full answer