1. 46,000
2. 54,850
3. 82,000
4. none of these
54,850
1. 54,850
2. 46000
3. 96840
4. none of these
96840
1. 1
2. 10
3. 100
4. none of these
100
1. 100, 1
2. 10, 1
3. 100, 0.1
4. 100,10
100, 0.1
1. 0.0205
2. 0.1205
3. 0.2662
4. 0.1205
0.1205
1. 0.0205
2. 0.1205
3. 0.2662
4. 0.3662
0.2662
1. x2 = 3
2. x3 = 3
3. x2 = 2
4. x3 = 2
x2 = 3
1. Converges within a few iterations
2. Guaranteed to work for all continuous functions
3. It is faster than the Newton-Raphson method
4. Requires that there be no error in determining the sign of the function
Guaranteed to work for all continuous functions
1. converge to -1
2. converge to √2
3. converge to -√2
4. not converge
converge to -√2
1. Xn+1= (2x3n +)/3x2n
2. Xn+1= (2x2n -)/3x2n
3. Xn+1= (2x3n +c)/3x2n
4. Xn+1= (2x2n -c)/3x2n
Xn+1= (2x3n +c)/3x2n