Python Question / Quiz; What is the output of the following Python code, and why? Comment your answers below!

@PythonPr Answer: B) 1 3 The Python code uses the range(start, stop, step) function. start is 1 (inclusive). stop is 5 (exclusive). step is 2. The loop starts at (i=1). The next value of (i) is (1+2=3). The next value would be (3+2=5), but this is equal to the stop value, so the loop

@PythonPr B 13 is the right answer Simple use of for loop and range function (start,end,stepsize) here stepsize is given 2 and by default is 1 end is excluded and start is included here so output will be 1, 1+2 = 3 3+2 = 5 but end is excluded so we answer will be 1 3.

@PythonPr B) 1 3 range(1, 5, 2) → starts at 1, stops before 5, step 2 So: 1, 3 The third parameter is the sneaky one that trips everyone up.

@PythonPr B) 1 3 range(1, 5, 2) starts at 1, increments by 2, and stops before 5 → 1, 3.

@PythonPr The correct answer is B) 1 3. range(1, 5, 2) starts at 1, stops before 5, and steps by 2. So it produces: 1, 3. With end=" ", they print on the same line: 1 3

@PythonPr B) Because it's a loop from 1 to 5, and it moves two steps in between, so we'll take 1 and 3.

@PythonPr Syntax error, second line of the code should be indented.

@PythonPr b is correct option start stop step 1 3 on 5 its terminates

@PythonPr B Range Start from 1 (inclusive) End at 5 (exclusive), so 4 is the max range Step size 2 1 prints 1 + 2 (step size) - 3 prints 3 + 2 (step size) - 5 out of range

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@PythonPr B. Start with 1. Skip 2 is 3. Must stop before 5. So, 1 3

@PythonPr How range(1, 5, 2) works Start at 1 Stop before 5 Step by 2 So the values of i are: 1 3

@PythonPr B) 1 3 — step = 2, stop value excluded

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@PythonPr First fix the indentation error

@PythonPr B) 1 3 The sequence starts at 1, skips by 2, and excludes 5 AI .@PythonPr

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@PythonPr None of them, because there is an indentation error. But with fixed indentation it will print option B.

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@PythonPr B. Because the range says it starts from 1, goes up to but not including 5, and is every other number (odds). So that would be 1 and 3.

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@PythonPr C

@PythonPr B.

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@PythonPr C