Apply the Secant method to find an approximation of the solution of the equation PN of the solution of the equationx sin(0.21x)=0.11in [0,1] satisfying RE(pN≈pN-1)-6 by taking p0=1 and p1=0.8 as the initial approximations. All calculations are to be carried out in the FPA7.Present the results of your calculations in a standard output table for the Secant method of the form n pn-2 pn-1 pn RE(pn≈pn-1)

Apply the Secant method to find an approximation of the solution of the equation P N of the solution of the equation x sin(0.21x)=0.11 in [0,1] satisfying RE(p N ≈p N -1)

Apply the Secant method to find an approximation of the solution of the equation P_N of the solution of the equation

x sin(0.21x)=0.11

in [0,1] satisfying RE(p_N≈p_N-1)<>^-6 by taking p₀=1 and p₁=0.8 as the initial approximations. All calculations are to be carried out in the FPA₇.

Present the results of your calculations in a standard output table for the Secant method of the form

n	p_n-2	p_n-1	p_n	RE(p_n≈p_n-1)

Jun 05, 2022