Question

true or false
numarical method

rd wneh the correct answer for the following statements: 1 Errors resulting from pressing a wrong button are called blunders 2. Using the bisection method to solve fx)-+5 between x -2 and x 0, there is surely a root between -2 and-1. 3. )Single application of the trapezoidal rule is the most accurate method of numerical integration. 4. Newton-Raphson method is always convergent. 5. ()The graphical method is the most acurate method to solve systems of equations. 6. )The fixed-point iteration is the fastest method to find roots. () the determinant of a matrix is represented by one value 7. 8. The incremental search method shows that for the function fx)-here is surly a root between x = 0 and x =-1. 9. ) Simpson's 1/3 rule depends on converting the function into a polynomial of the second order 10. () Newton-Cotes formulas replace complicated functions with approximations easy to integrate. Pivoting includes interchanging positions of equations in Jacobi method to reduce iterations 11. 12. () The solution of two simultaneous equations occurs when both intersect at one point. Ul Palse as the correct answer for the following statements: 1. Errors resulting from pressing a wrong button are called blunders 2. Using the bisection method to solve f) 5 between x s -2 and x-0, there is surely a root between - 2 and -1. S.Single application of the trapezoidal rule is the most accurate method of numerical integration. 4. Newton-Raphson method is always convergent. 5. The graphical method is the most acurate method to solve systems of equations. 6. The fixed-point iteration is the fastest method to find roots. 7. the determinant of a matrix is represented by one value - x+5x3, there is surly a root between incremental search method shows that for the function fix) x=0and x =-1. 9. Simpson's 1/3 rule depends on converting the function into a polynomial of the second order. 10. ()Newton-Cotes formulas replace complicated functions with approximations easy to integrate 11.( Pivoting includes interchanging positions of equations in Jacobi method to reduce iterations The solution of two simultaneous equations occurs when both intersect at one point. 12.(

Answer 1

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