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  1. Hello coders, today we are going to solve Find Angle MBC HackerRank Solution in Python. Table of Contents. Task. ABC is a right triangle, 90o at B. Therefore, angle ABC = 90o. Point M is the midpoint of hypotenuse AC. You are given the lengths AB and BC. Your task is to find angle MBC in degrees. Input Format.

  2. Aug 14, 2022 · Input format: The first line contains the length of side AB. The second line contains the length of side BC. Constraints: 0 < AB <= 100. 0 < BC <= 100. Lengths AB and BC are natural numbers. Output format: Output angle MBC in degrees. Note: Round the angle to the nearest integer. Examples: If angle is 56.5000001°, then output 57°.

  3. Solution: from math import degrees, atan2. AB = float(input()) BC = float(input()) MBC = round(degrees(atan2(AB, BC))) print((str(MBC)), chr(176), sep='') Steps Used in solving the problem - Step 1: First we imported degrees and atan2 from math. Step 2: then we have taken the input of AB and BC.

  4. Sep 8, 2023 · Step by step explanation of the above code is given below: The function find_angle_mbc () takes two arguments, ab and bc, which are the lengths of sides AB and BC respectively. The variable degree stores the angle MBC in degrees.

  5. This repository contains solution for all python related questions in Hackerrank - Hackerrack-Python-Solutions/Math -- Find Angle MBC at main · vmlrj02/Hackerrack-Python-Solutions

  6. Find Angle MBC HackerRank Solution. GitHub Gist: instantly share code, notes, and snippets.

  7. Solutions to HackerRank practice, tutorials and interview preparation problems with Python, SQL, C# and JavaScript - nathan-abela/HackerRank-Solutions

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  9. Jul 27, 2023 · HackerRank Python Solutions: 38. Find Angle MBC. Arash Nemat Zadeh. 672 subscribers. I'm solving all HackerRank Python Challenges in this series of videos. If you have any question or...

  10. Your task is to find (angle , as shown in the figure) in degrees. Input Format. The first line contains the length of side . The second line contains the length of side . Constraints. Lengths and are natural numbers. Output Format. Output in degrees. Note: Round the angle to the nearest integer.

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