Question

In: Advanced Math

     Explain the importance of error analysis in numerical methods with suitable example.      Out of...

  1.      Explain the importance of error analysis in numerical methods with suitable example.
  2.      Out of Bisection method and secant method which one is better and why? Solve one application based problem using that method.
  3.      Use Newton-Raphson Method to find the root of trigonometric function correct up to seven decimal places. (Trigonometric function should be complex)
  4.      Solve one problem which is based on the application of Interpolation.
  5.      Using numerical differentiation solve one application based problem. (Use central difference approximation and problem must include first order as well as second order derivatives)
  6.     Out of Trapezoidal rule and Simpson’s 1/3rd rule which one is better explain in detail. Also solve one application based problem using that rule. Compare the exact and approximate result to compute the relative errore

its solve once but I need different answer please

a quick please I'm in trouble

Solutions

Expert Solution


Related Solutions

Explain the importance of error analysis in numerical methods with suitable example. Out of Bisection method...
Explain the importance of error analysis in numerical methods with suitable example. Out of Bisection method and secant method which one is better and why? Solve one application based problem using that method. Use Newton-Raphson Method to find the root of trigonometric function correct up to seven decimal places. (Trigonometric function should be complex) Solve one problem which is based on the application of Interpolation. Using numerical differentiation solve one application based problem. (Use central difference approximation and problem must...
MATH505 – NUMERICAL METHODS AND ANALYSIS 6. Out of Trapezoidal rule and Simpson’s 1/3rd rule which...
MATH505 – NUMERICAL METHODS AND ANALYSIS 6. Out of Trapezoidal rule and Simpson’s 1/3rd rule which one is better explain in detail. Also solve one application based problem using that rule. Compare the exact and approximate result to compute the relative error.
you are required to state the objectives and its importance of HRA with suitable example
you are required to state the objectives and its importance of HRA with suitable example
What is cost of production? Explain with suitable example.
What is cost of production? Explain with suitable example.
Explain the paradox of thrift using a numerical example/ mathematically.
Explain the paradox of thrift using a numerical example/ mathematically.
Define crowding out. Give a hypothetical numerical example to show the difference between complete crowding out...
Define crowding out. Give a hypothetical numerical example to show the difference between complete crowding out and incomplete crowding out. Explain how complete and incomplete crowding out could impact the effectiveness of fiscal policy.
Define crowding out. Give a hypothetical numerical example to show the difference between complete crowding out...
Define crowding out. Give a hypothetical numerical example to show the difference between complete crowding out and incomplete crowding out. Explain how complete and incomplete crowding out could impact the effectiveness of fiscal policy.
What is the use of regression analysis (Please support your answer with suitable example)?
What is the use of regression analysis (Please support your answer with suitable example)?
explain this errors with example of each on: 1- error of omission 2- error of commission...
explain this errors with example of each on: 1- error of omission 2- error of commission 3- error of principles 4- error of original entry 5- error of reversal entries 6- addition errors 7- posting error 8- trial balance errors 9- compensating errors
What are the practical applications of numerical methods. Give all and explain briefly each.
What are the practical applications of numerical methods. Give all and explain briefly each.
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT