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Numbers 4
Course: Jan 2026 - Python
Numbers 4
Submission deadline has passed for this assignment
Due Apr 01, 2026 at 11:59 PM IST
Instructions
Use "Test Run" to verify your code with public test cases.
Press "Submit" to have your assignment evaluated.
You can submit your assignment multiple times up until the deadline.
Make sure to submit your final code by the deadline to receive your score.
Summary
100 out of100
Score
Public Tests
4/4 Passed
Submitted on Apr 01, 2026 at 3:47 AM IST
Private Tests
4/4 Passed
Submitted on Apr 01, 2026 at 3:47 AM IST
**Change in eligibility criteria to write oppe2 exam: A5>=40/100 AND A6>=40/100 AND A7>=40/100 AND A8>=40/100. and becoming eligible to give the end term exam.
Check if right triangle with even side lengths**
Given three side lengths in the increasing order of length as a, b, and c, where a<=b<=c, check if the given sides are the sides of a right triangle whose perpendicular sides are of even length.
Template Code(Click to Expand)
def is_right_triangle_with_even_sides(a:int,b:int,c:int) -> bool: ''' Given three side lengths in the increasing order of length as a, b, and c, where a<=b<=c, check if the given sides are the sides of a right triangle whose perpendicular sides are of even length. Hint: in a right triangle the square of hypotenuse is the sum of square of other two sides. Arguments: a: int - the first side length b: int - the second side length c: int - the hypotenuse length Return: bool - True if the sides form a right triangle and the perpendicular sides are even, else False ''' ...
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Public Tests ( 4/4 )
Case 1
Input:
textis_equal(is_right_triangle_with_even_sides(3, 3, 5), False)
Case 1
Expected Output:
textFalse
Case 1
Actual Output:
textFalse
Case 2
Input:
textis_equal(is_right_triangle_with_even_sides(6, 8, 10), True)
Case 2
Expected Output:
textTrue
Case 2
Actual Output:
textTrue
Case 3
Input:
textis_equal(is_right_triangle_with_even_sides(3, 4, 5), False)
Case 4
Input:
textis_equal(is_right_triangle_with_even_sides(4, 6, 8), False)
Private Tests ( 4/4 )
Case 1
Input:
textis_equal(is_right_triangle_with_even_sides(12, 16, 20), True) is_equal(is_right_triangle_with_even_sides(12, 16, 20), True) is_equal(is_right_triangle_with_even_sides(60, 45, 75), False)
Case 1
Expected Output:
textTrue True False
Case 1
Actual Output:
textTrue True False
Case 2
Input:
textis_equal(is_right_triangle_with_even_sides(48, 20, 52), True) is_equal(is_right_triangle_with_even_sides(68, 51, 85), False) is_equal(is_right_triangle_with_even_sides(72, 21, 75), False)
Case 2
Expected Output:
textTrue False False
Case 2
Actual Output:
textTrue False False
Case 3
Input:
textis_equal(is_right_triangle_with_even_sides(48, 36, 60), True) is_equal(is_right_triangle_with_even_sides(48, 64, 80), True) is_equal(is_right_triangle_with_even_sides(60, 63, 87), False)
Case 4
Input:
textis_equal(is_right_triangle_with_even_sides(98, 94, 31), False) is_equal(is_right_triangle_with_even_sides(98, 94, 32), False) is_equal(is_right_triangle_with_even_sides(48, 64, 80), True) is_equal(is_right_triangle_with_even_sides(98, 94, 33), False)
Case 4
Expected Output:
textFalse False True False
Case 4
Actual Output:
textFalse False True False
💻 IITM Official Solution
pythondef is_right_triangle_with_even_sides(a:int,b:int,c:int) -> bool: ''' Given three side lengths in the increasing order of length as a, b, and c, where a<=b<=c, check if the given sides are the sides of a right triangle whose perpendicular sides are of even length. Hint: in a right triangle the square of hypotenuse is the sum of square of other two sides. Arguments: a: int - the first side length b: int - the second side length c: int - the hypotenuse length Return: bool - True if the sides form a right triangle and the perpendicular sides are even, else False ''' return a**2 + b**2 == c**2 and a % 2 == 0 and b % 2 == 0
💻 My Submitted Code
pythondef is_right_triangle_with_even_sides(a: int, b: int, c: int) -> bool: # Condition 1: Pythagoras Theorem (a^2 + b^2 = c^2) # Since inputs are in increasing order, c is the hypotenuse is_right = (a**2 + b**2 == c**2) # Condition 2: Perpendicular sides (a and b) must be even even_sides = (a % 2 == 0 and b % 2 == 0) return is_right and even_sides