Assignment ID is pl NOTE: Algebraic expressions follow FORTRAN conventions Use full calculator precision for intermediate values. Use the bisection method with the function defined by: A (X 2.41) 4.46 B (X 2.05) 4.46 Pls( (A-1)"*2)*(1+2%) Start with interval (Xleft,Xright)(-2.41, 2.05) The function values at these end points are F (Xleft)1.24 F(Xright)6.3 The new approximation interval bracketing the root after ONE bisection is Function values at these end points are: 3 ,and-2.53 . The new approximation interval bracketing the root after ONE MORE bisection is Function values at these end points are: 0.061875 and6. 4 The new approximation interval bracketing the root after ONE MORE bisection is 7 If Xmid satisfies the convergence criterior |f(Xmid) 0.00001, then the root Xmid is 9 ANSWER SECTION: SELECTIONS FOR BLANK NUMBER 1 -3.87 -2.41 0.18 -4.24 -3.51 SELECTIONS FOR BLANK NUMBER 2 0.18 (b) 2.05 -2.41 (e) e. SELECTIONS FOR BLANK NUMBER 3 1.24 2.58 -2.53 0.57 (e) 2.92 SELECTIONS FOR BLANK NUMBER 4 -1.295 0.18 0.025 3.285 -4.605 SELECTIONS FOR BLANK NUMBER 5 0.935 -1.295 (c) 3. 2.43 -0.18 SELECTIONS FOR BLANK NUMBER 6 -5.12188 -2.53 0.02 0.061875 -4.06 (c) e. SELECTIONS FOR BLANK NUMBER 7 -1.295 0.18 -4.785 -0.7375 3.385 SELECTIONS FOR BLANK NUMBER 8 0.7375 0.3775 -1.295 0.8325 0.4325 SELECTIONS FOR BLANK NUMBER 9 0.3775 -2.86278 -1.26278 0.0172237 0.302776