Newton Raphson Method calculator (#31)

Python/newton_raphson.py

@@ -0,0 +1,32 @@
+# Newton Raphson Method
+
+# import sympy
+from sympy import *
+
+x_symb = symbols('x')
+
+# Taking equation as string
+function = input("Enter the function: ")
+iter = int(input("Enter number of iterations: "))
+x_value = float(input("Enter the value of x: "))
+decimal_points = int(input("Enter number after decimal points: "))
+
+# Finding Derivative function
+der_fx = Derivative(function, x_symb).doit()
+
+
+# Converting Strings to SymPy Expressions
+fx0_sympy = sympify(function)
+
+print(f"Expression : \n{function}")
+print(f"\nValue of the derivative : \n{der_fx} ")
+for i in range(iter):
+    # Final Calculations
+    fx0 = round(fx0_sympy.subs(x_symb, x_value), decimal_points)
+    der_fx0 = round(der_fx.subs(x_symb, x_value), decimal_points)
+    x1 = round(x_value - (fx0)/der_fx0, decimal_points)
+
+    print(f"Value of f({x_value}): {fx0:.{decimal_points}f}")
+    print(f"Value of f'({x_value}): {der_fx0:.{decimal_points}f}")
+    print(f"Value of x({i+1}): {x1:.{decimal_points}f}\n")
+    x_value = x1