Question

Rewrite this code to accordingly fit the needed explanation: import math # Заданный интервал start = 0 end = 2 step = 0.1 # Вычисляем сумму значений функции sum_y = 0 x = start while x <= end: y = x**2 + math.sin(5*x) sum_y += y x += step # Выводим результат print("Сумма значений функции на интервале [{}, {}] с шагом {} равна {}".format(start, end, step, sum_y))

Answer 1

import math

# Define the interval

start = 0

end = 2

step = 0.1

# Compute the sum of function values

sum_y = 0

x = start

while x <= end:

   y = x**2 + math.sin(5*x)

   sum_y += y

   x += step

# Print the result

print("The sum of function values over the interval [{}, {}] with step {} is {}".format(start, end, step, sum_y))

Answer 2

import math

# Define the interval

start = 0

end = 2

step = 0.1

# Compute the sum of function values

sum_y = 0

x = start

while x <= end:

   y = x**2 + math.sin(5*x)

   sum_y += y

   x += step

# Print the result

print("The sum of function values over the interval [{}, {}] with step {} is {}".format(start, end, step, sum_y))

Answer 3

import math

Define the interval

start = 0 end = 2 step = 0.1

Calculate the sum of function values

sum_y = 0 x = start while x <= end: y = x ** 2 + math.sin(5 * x) sum_y += y x += step

Display the result

print("The sum of function values over the interval [{}, {}] with a step of {} is equal to {}".format(start, end, step, sum_y))