Question

1. x = 5 z = x <= 4print(z)2. print('паті' + 'сон' == 'патісон')3.x = 3y = 2print(x*y+3 == x**y)​

Answer 1

Ответ:

1. False

2. True

3. True

Объяснение:

1.

x = 5

z = x <= 4 (значение логической переменной z ложь, 5 <= 4)

print(z)

2.

print('паті' + 'сон' == 'патісон')

логическое условие истинно (в результате сложение 2-х строк ('паті' и 'сон') действительно получается 'патісон')

3.

x = 3

y = 2

print(x*y+3 == x**y)

логическое условие истинно (3 * 2 + 3 = 6 + 3 = 9, 3**2 = 3² = 9, 9 = 9)

Answer 2

1. In this code snippet, we have the following lines:

x = 5
z = x <= 4
print(z)

Let's break it down step by step:

- The first line assigns the value `5` to the variable `x`. - The second line assigns the result of the expression `x <= 4` to the variable `z`. This expression checks if the value of `x` is less than or equal to `4`. Since `x` is `5`, which is greater than `4`, the result of the expression is `False`, and hence `z` is assigned the value `False`. - The third line prints the value of `z`, which is `False`.

Therefore, when you run this code, it will output `False`.

2. The next code snippet is as follows:

print('паті' + 'сон' == 'патісон')

Here's what each line does:

- The `print` function is used to output the result of the following expression: `'паті' + 'сон' == 'патісон'`. - The expression `'паті' + 'сон'` concatenates the strings `'паті'` and `'сон'`, resulting in the string `'патісон'`. - The second part of the expression, `'патісон'`, is compared to the concatenated string. Since the two strings are equal, the expression evaluates to `True`.

Therefore, when you run this code, it will output `True`.

3. The last code snippet is as follows:

x += 3
y += 2
print(x * y + 3 == x ** y)

Here's what each line does:

- The first line increments the value of `x` by `3`. If the previous value of `x` was `5`, the new value after this line will be `8`. - The second line increments the value of `y` by `2`. If the previous value of `y` was `0`, the new value after this line will be `2`. - The third line calculates the result of the expression `x * y + 3 == x ** y`. Let's break it down further: - `x * y` multiplies the values of `x` and `y`, which in this case is `8 * 2 = 16`. - `x y` calculates `x` raised to the power of `y`, which in this case is `8 2 = 64`. - The expression `x * y + 3 == x ** y` compares the two results. Since `16 + 3` is not equal to `64`, the expression evaluates to `False`.

Therefore, when you run this code, it will output `False`.