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write a program to have karel jump over each of the hurdles and end up …

Question

write a program to have karel jump over each of the hurdles and end up at the other end of the world. there are 5 hurdles, which occur after every three avenues. you must use for loops and functions in this program. you must write a function named jump_hurdle() as part of your solution. note: be sure to include comments for all functions that you use or create. ending world

Explanation:

Step1: Define the jump_hurdle function

def jump_hurdle():
    # Move up the hurdle
    turn_left()
    while wall_on_right():
        move()
    # Move across the top of the hurdle
    turn_right()
    move()
    turn_right()
    # Move down the hurdle
    while front_is_clear():
        move()
    turn_left()

Step2: Main program to handle hurdles and movement

def turn_right():
    for _ in range(3):
        turn_left()
def main():
    for _ in range(5):
        for _ in range(3):
            move()
        jump_hurdle()
    # Move to the end after all hurdles are crossed
    while front_is_clear():
        move()

In a Karel - like programming environment, you would call the main function to start the execution. The jump_hurdle function is responsible for making Karel jump over a single hurdle. The main function uses a loop to handle the pattern of moving three avenues and then jumping a hurdle, and finally moves Karel to the end of the world when all hurdles are crossed.

Answer:

def turn_right():
    for _ in range(3):
        turn_left()
def jump_hurdle():
    turn_left()
    while wall_on_right():
        move()
    turn_right()
    move()
    turn_right()
    while front_is_clear():
        move()
    turn_left()
def main():
    for _ in range(5):
        for _ in range(3):
            move()
        jump_hurdle()
    while front_is_clear():
        move()

(Note: This code assumes a Karel - like programming environment with functions like move(), turn_left(), wall_on_right(), front_is_clear() available. The actual execution may need to be adjusted according to the specific Karel implementation.)