Python - 2nd Law of Motion, Final Position

print ("This program will calculate the final position of the 2nd Equation of Motion.")

import math

#  Formula for calculating the final position of the 2nd Equation of Motion:
#  FinalPosition = ((Acceleration*(Time**2))/2) + InitialLinearVelocity * Time + InitialPosition
###########################################

# Enter the Acceleration, Time, InitialLinearVelocity and InitialPosition

def SolveFor2ndEquationOfMotion():
    print ("Solving for the final position of the 2nd Equation of Motion.")

    # Enter the acceleration 
    Acceleration = float(input("Enter the acceleration in meters/second**2: ") )
    # Enter the time
    Time = float(input("Enter the time in seconds: ") )
    # Enter the initial linear velocity
    InitialLinearVelocity = float(input("Enter the initial linear velocity in meters per second: ") )
    # Enter the initial position
    InitialPosition = float(input("Enter the initial position in meters: ") )
    
    # Calculate fraction first
    # Calculate top of fraction
    TopOfFraction = (Acceleration*(Time**2))
    print ("The top of the fraction is: ", TopOfFraction)
    # Calculate the fraction
    FractionCalculated = (TopOfFraction/2)
    print ("The fraction calculated is: ", FractionCalculated)
    # Calculate right side of equation; do the multiplication first!
    RightSideOfEquation = (InitialLinearVelocity*Time) + InitialPosition
    print("The bottom of the right side of the equation is: ", RightSideOfEquation)
    # Add the fraction side to the right side
    FinalPosition = FractionCalculated + RightSideOfEquation
    print("The final position is: ", FinalPosition, "meters.")

ContinueCalculations = "y"

# Check to see if the user wants to continue to calculate the 2nd Equation of Motion
while (ContinueCalculations=="y"):
    SolveFor2ndEquationOfMotion()
    ContinueCalculations = input("Would like to do another calculation for for the final position of the 2nd Equation of Motion? (y/n): ")

print("==================================")
print ("Thank you to www.fxsolver.com for assistance with this formula.")