Using bisection method find on approximate root of x³ +2x-1=0(carry out 3 iteration only)
Answers
Step-by-step explanation:
We have to find the third approximation of root of the equation x3−x2−1=0 in the interval (1,2) using successive Bisection method.
Iteration 1: k=0
c0=2a0+b0=21+2=1.5
Since f(c0)f(a0)=f(1.5)f(1)<0
Therefore set a1=a0,b1=c0
Iteration 2: k=1
c1=2a1+b1=21+1.5=1.25
Since f(c1)f(a1)=f(1.25)f(1)>0
Therefore set a2=c1,b2=b1
Iteration 3: k=2
c2=2
Step-by-step explanation:
Woodrow Wilson's Fourteen Points," how does Wilson organize the speech?
A. He states that he is being clear about expectations for peace, reviews the history of conflict, and outlines five demands.
B. He argues that peace is most important in the world and outlines five ways each country might help the effort.
C. He defines how peace relates to transparency, explains why peace is important to the world, and proposes five actions for consideration.
D. He explains his personal feelings about peace, discusses justice, and then outlines five requirements for peace.