Find Angle MBC ⬀
ABC is a right triangle, 90° at B.
Therefore, ∡ABC = 90°.
Point M is the midpoint of hypotenuse AC.
You are given the lengths AB and BC.
Your task is to find ∡MBC (angle θ°, as shown in the figure) in degrees.
- The first line contains the length of side
AB. - The second line contains the length of side
BC.
0 < AB ≤ 1000 < BC ≤ 100- Lengths
ABandBCare natural numbers.
- Output
∡MBCin degrees.
Note: Round the angle to the nearest integer.
- If angle is
56.5000001°, then output57°. - If angle is
56.5000000°, then output57°. - If angle is
56.4999999°, then output56°.
10
10
45°
