Question

Точки М и N являются серединами сторон АВ и ВС треугольника АВС, сторона АС равна 44. Найдите MN

Answer 1

MN = AC : 2 = 44 : 2 = 22

Answer 2

Problem Analysis

We are given that points M and N are the midpoints of sides AB and BC of triangle ABC, and that side AC is equal to 44. We need to find the length of segment MN.

Solution

To find the length of segment MN, we can use the fact that M and N are midpoints of sides AB and BC. The length of segment MN is equal to half the length of the side AC.

Let's calculate the length of segment MN:

Step 1: Determine the length of side AC.

Given that side AC is equal to 44, we can use this value in our calculations.

Step 2: Calculate the length of segment MN.

Since M and N are midpoints of sides AB and BC respectively, the length of segment MN is equal to half the length of side AC.

Therefore, the length of segment MN is 22.

Answer

The length of segment MN is 22.

Explanation

Points M and N are the midpoints of sides AB and BC respectively. The length of segment MN is equal to half the length of side AC, which is 44. Therefore, the length of segment MN is 22