This is a Python Program to compute a polynomial equation given that the coefficients of the polynomial are stored in the list.
The program takes the coefficients of the polynomial equation and the value of x and gives the value of the polynomial.
1. Import the math module.
2. Take in the coefficients of the polynomial equation and store it in a list.
3. Take in the value of x.
4. Use a for loop and while loop to compute the value of the polynomial expression for the first three terms and store it in a sum variable.
5. Add the fourth term to the sum variable.
6. Print the computed value.
7. Exit.
Here is source code of the Python Program to compute a polynomial equation given that the coefficients of the polynomial are stored in a list. The program output is also shown below.
import math print("Enter the coefficients of the form ax^3 + bx^2 + cx + d") lst=[] for i in range(0,4): a=int(input("Enter coefficient:")) lst.append(a) x=int(input("Enter the value of x:")) sum1=0 j=3 for i in range(0,3): while(j>0): sum1=sum1+(lst[i]*math.pow(x,j)) break j=j-1 sum1=sum1+lst[3] print("The value of the polynomial is:",sum1)
1. The math module is imported.
2. User must enter the coefficients of the polynomial which is stored in a list.
3. User must also enter the value of x.
4. The value of i ranges from 0 to 2 using the for loop which is used to access the coefficients in the list.
5. The value of j ranges from 3 to 1, which is used to determine the power for the value of x.
6. The value of the first three terms is computed this way.
7. The last term is added to the final sum.
8. The final computed value is printed.
Case 1: Enter the coefficients of the form ax^3 + bx^2 + cx + d Enter coefficient:3 Enter coefficient:4 Enter coefficient:5 Enter coefficient:6 Enter the value of x:2 The value of the polynomial is: 56.0 Case 2: Enter the coefficients of the form ax^3 + bx^2 + cx + d Enter coefficient:2 Enter coefficient:5 Enter coefficient:6 Enter coefficient:3 Enter the value of x:1 The value of the polynomial is: 16.0
No comments:
Post a Comment