Posted by **Darah** on Wednesday, May 8, 2013 at 3:46pm.

We first note how the polynomial in the previous exercise

can be written in the nested multiplication method:

8 + x(−10 + x(7 + x(−2 + x(3 + 12x)))).

Using this representation, the following pseudocode procedure

(implementing Horner’s method) can be used to evaluate the

given polynomial.

procedure PolynomialEvaluation2

(n: nonnegative integer;

r,a0,a1,a2,. . .,an: real)

begin

value := an

for j := n - 1 down to 0 do

value := aj + r * value

end

## Answer This Question

## Related Questions

- maths - The method for completing the square can be used to write the expression...
- Numerical Analysis - Using the bisection method, Newton’s method, and the secant...
- Numerical Analysis - Consider the equation 8x^4 − 12x^3 + 6x^2 − x...
- Finite Math - Solve the system of linear equations, using the Gauss-Jordan ...
- biology - Given the part of the molecule shown below, can the underlined atom ...
- Grade 12 Calculus - Evaluate each of the following. Show all your calculations. ...
- calculus (gr 12) - Evaluate each of the following. Show all your calculations. a...
- calculus (gr 12) - Evaluate each of the following. Show all your calculations. a...
- Geometry - Which statement is true for the expression 6a + 15b − 4a −...
- MATHS - The number 2+3√+5√−−−−−−...

More Related Questions