Python: Priority
Let us imagine that we need to calculate such an expression: 2 + 2 * 2. That's exactly what we'll write down:
print(2 + 2 * 2) # => 6In school mathematics there is a concept of "operation priority". The priority determines in what order the operations should be performed. Multiplication and division have a higher priority than addition and subtraction, and the priority of exponentiation is higher than all other arithmetic operations. For example: 2 ** 3 * 2 will be calculated in 16.
But often the calculations must take place in an order different from the standard priority. Then the priority must be set with parentheses. This was also the case at school, for example: (2 + 2) * 2. Brackets can be placed around any operation. They can fit into each other as many times as you like. Here are examples:
print(3 ** (4 - 2)) # => 9
print(7 * 3 + (4 / 2) - (8 + (2 - 1))) # => 14The main thing is to observe pairing - to close brackets in the correct order. This is often the cause of errors not only for beginners, but for experienced programmers as well. For convenience, put the opening and closing parentheses at once, and then write the inner part. The editor on our site (and most other code editors) do this automatically: you write (, and the editor immediately adds ). This also applies to other paired characters, such as quotation marks. We'll talk about them in future lessons.
Sometimes an expression is hard to perceive visually. Then you can place brackets without affecting the priority:
# Was
print(8 / 2 + 5 - -3 / 2) # => 10.5
# Became
print(((8 / 2) + 5) - (-3 / 2)) # => 10.5The important thing to remember is that code is written for people. People will read the code and machines will only execute it. For machines the code is correct or incorrect. There is no "more" understandable or "less" understandable code for them.
Instructions
The calculation is given 70 * 3 + 4 / 8 + 2.
Place parentheses so that both additions (3 + 4) и (8 + 2) were calculated in the first place. Print the result on the screen.
If you've reached a deadlock it's time to ask your question in the «Discussions». How ask a question correctly:
- Be sure to attach the test output, without it it's almost impossible to figure out what went wrong, even if you show your code. It's complicated for developers to execute code in their heads, but having a mistake before their eyes most probably will be helpful.
Python: Priority
Let us imagine that we need to calculate such an expression: 2 + 2 * 2. That's exactly what we'll write down:
print(2 + 2 * 2) # => 6In school mathematics there is a concept of "operation priority". The priority determines in what order the operations should be performed. Multiplication and division have a higher priority than addition and subtraction, and the priority of exponentiation is higher than all other arithmetic operations. For example: 2 ** 3 * 2 will be calculated in 16.
But often the calculations must take place in an order different from the standard priority. Then the priority must be set with parentheses. This was also the case at school, for example: (2 + 2) * 2. Brackets can be placed around any operation. They can fit into each other as many times as you like. Here are examples:
print(3 ** (4 - 2)) # => 9
print(7 * 3 + (4 / 2) - (8 + (2 - 1))) # => 14The main thing is to observe pairing - to close brackets in the correct order. This is often the cause of errors not only for beginners, but for experienced programmers as well. For convenience, put the opening and closing parentheses at once, and then write the inner part. The editor on our site (and most other code editors) do this automatically: you write (, and the editor immediately adds ). This also applies to other paired characters, such as quotation marks. We'll talk about them in future lessons.
Sometimes an expression is hard to perceive visually. Then you can place brackets without affecting the priority:
# Was
print(8 / 2 + 5 - -3 / 2) # => 10.5
# Became
print(((8 / 2) + 5) - (-3 / 2)) # => 10.5The important thing to remember is that code is written for people. People will read the code and machines will only execute it. For machines the code is correct or incorrect. There is no "more" understandable or "less" understandable code for them.
Instructions
The calculation is given 70 * 3 + 4 / 8 + 2.
Place parentheses so that both additions (3 + 4) и (8 + 2) were calculated in the first place. Print the result on the screen.
If you've reached a deadlock it's time to ask your question in the «Discussions». How ask a question correctly:
- Be sure to attach the test output, without it it's almost impossible to figure out what went wrong, even if you show your code. It's complicated for developers to execute code in their heads, but having a mistake before their eyes most probably will be helpful.
Your exercise will be checked with these tests:
import importlib
def test(capsys):
expected = "160.0"
expect_output(capsys, expected)
def expect_output(capsys, expected):
importlib.import_module('solution')
out, _err = capsys.readouterr()
actual = out.strip('\n')
with capsys.disabled():
print('\n')
print(out)
assert actual == expectedTeacher's solution will be available in:
20:00
