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SY BCA
                                    SSC

                             Assignment – ch-2

Heading in index: Numerical Solution of non-linear equations
Submission Date div-A: 10/8/2011 time-11:30 to 12:30
Submission Date div-B: 12/8/2011


  1)Explain different types of non-linear equations.
  2)Explain method of finding solution of non-linear equation.
  3)Explain Descartes’ rule of sign.
  4)Write the termination criteria for iterative method.
  5)Describe the false-position method & its iterative formula.
  6)Describe the Secant method & its iterative formula.
  7)Describe the Newton-Raphson method & its iterative formula.
  8)Describe the Successive approximation method & its iterative
    formula.
  9) Write the convergence rate of bisection, false-position, Newton-
    Raphson and secant.
  10) Using Bisection method find the root of equation
    [1] x3-4x+9=0
    [2] cosx-xex=0
    correct upto 3 decimal places.



  11) Using false- position method find the root of equation
    [1] x3-4x+1=0
    [2] xlog10x - 1.2=0
    correct upto 3 decimal places.


  12) Using Secant method find the root of equation
    [1] x3+x2-1=0
    [2] xsinx+cosx=0
    correct upto 3 decimal places.


  13) Using Newton-raphson method find the root of equation
    [1] x3-4x-9=0
    [2] √10


                                         1
correct upto 4 decimal places.

14) Using successive approximation method find the root of equation
  [1] x3-x-4=0
  [2] cosx+1=3x
  correct upto 4 decimal places.




                                      2

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Ssc ass-2

  • 1. SY BCA SSC Assignment – ch-2 Heading in index: Numerical Solution of non-linear equations Submission Date div-A: 10/8/2011 time-11:30 to 12:30 Submission Date div-B: 12/8/2011 1)Explain different types of non-linear equations. 2)Explain method of finding solution of non-linear equation. 3)Explain Descartes’ rule of sign. 4)Write the termination criteria for iterative method. 5)Describe the false-position method & its iterative formula. 6)Describe the Secant method & its iterative formula. 7)Describe the Newton-Raphson method & its iterative formula. 8)Describe the Successive approximation method & its iterative formula. 9) Write the convergence rate of bisection, false-position, Newton- Raphson and secant. 10) Using Bisection method find the root of equation [1] x3-4x+9=0 [2] cosx-xex=0 correct upto 3 decimal places. 11) Using false- position method find the root of equation [1] x3-4x+1=0 [2] xlog10x - 1.2=0 correct upto 3 decimal places. 12) Using Secant method find the root of equation [1] x3+x2-1=0 [2] xsinx+cosx=0 correct upto 3 decimal places. 13) Using Newton-raphson method find the root of equation [1] x3-4x-9=0 [2] √10 1
  • 2. correct upto 4 decimal places. 14) Using successive approximation method find the root of equation [1] x3-x-4=0 [2] cosx+1=3x correct upto 4 decimal places. 2