hamzaavvan

from sympy.interactive import printing
from sympy import Eq, solve_linear_system, Matrix
from numpy import linalg
import numpy as np
import sympy as sp

printing.init_printing(use_latex=True)

eq1 = sp.Function('eq1')
eq2 = sp.Function('eq2')

hamzaavvan

def createMatrix():
  _matrix = []
 
  ms=int(input("Enter no. of matrices to create: "))
 
  for i in range(ms):
    print("\nMatrix %i"%(i+1))
    r=int(input("\tEnter no. of rows: "))
    c=int(input("\tEnter no. of columns: "))
 

hamzaavvan

def createMatrix():
  _matrix = []

  ms=int(input("Enter no. of matrices to create: "))

  for i in range(ms):
    print("\nMatrix %i"%(i+1))
    r=int(input("\tEnter no. of rows: "))
    c=int(input("\tEnter no. of columns: "))

hamzaavvan

import sympy as sp
from scipy.misc import derivative
x = sp.Symbol('x')
# y = sp.diff(3*x**2+1, x)
# print (y)
 
 

x = float(input("Enter x: "))

hamzaavvan

# method 1

import sympy as sp
x = sp.Symbol('x')
y = sp.diff(3*x**2+1, x)
print (y)

# method 2
from scipy.misc import derivative

hamzaavvan

x1=int(input("Enter x1: "))
x2=int(input("Enter x2: "))

def f(x):   
  return x**4 - x - 10  

def form(x1, x2):
  return ((x1 * f(x2) - x2 * f(x1)) / 
                        (f(x2) - f(x1)))
  

hamzaavvan

x1=int(input("Enter x1: "))
x2=int(input("Enter x2: "))

def f(x):   
  return x**4 - x - 10  

def form(x1, x2):
  return ((x1 * f(x2) - x2 * f(x1)) / 
                        (f(x2) - f(x1)))