Use the bisection method with the function defined by: A=(X + 2.06)/5.82 B=(X - 3.76)/ 5.82 P1=((A-1)^2)*(1+2*A) P2=((B+1)^2)*(1-2*B) F(X) = (P1 * (-2.78)) + (P2 * 4.57) Use the Matlab programs posted on the course website, start with interval (Xleft, Xright) = (-2.06, 3.76): (1) After ONE bisection, the new approximation interval bracketing the root is (a, b). Fill in the following blanks (round to three decimal places, for example, use 1.500 instead of 1.5) with a= b= A (2) After ONE MORE bisection, the new approximation interval bracketing the root is (c,d). Fill in the following blanks (round to three decimal places, for example, use 1.500 instead of 1.5) with d= A/ (3) If Xmid satisfies the convergence criterior f(Xmid)