@zaasmi said in MTH603 Quiz 3 Solution and Discussion:
Euler’s Method numerically computes the approximate ________ of a function.
Euler’s method is a numerical tool for approximating values for solutions of differential equations.
respected sir, sir ma na ye pochna tha ka regula falsi method ma hum ye bhi formula use kar sakta hai. please guide kar dya. the first approximation solution x1 is given by X1=(a(f(b))-b(f(a))/f(b)-f(a)
@oxama-malik said in Solution of Non Linear Equations (Bisection Method):
respected sir, sir ma na ye pochna tha ka regula falsi method ma hum ye bhi formula use kar sakta hai. please guide kar dya. the first approximation solution x1 is given by X1=(a(f(b))-b(f(a))/f(b)-f(a)
That is right. You can use this formula.
In fact, the formula given in the handouts becomes same after you simplify it. Also $x_{n-1}$ will become $a$ and $x_{n}$ will become $b$.
So use any from the two formulas you find easier.
Best wishes