Question

Сколько прямых можно провести через точки M и N? Помогите плизз

Answer 1

Только 1 прямую, запомни

Answer 2

Number of Lines Through Points M and N

To find the number of lines that can be drawn through points M and N, we need to consider the geometric properties of lines and points.

Geometric Principle: According to Euclidean geometry, two distinct points determine a unique line. Therefore, the number of lines that can be drawn through points M and N depends on whether the points are distinct or not.

Answer: If points M and N are distinct, then only one line can be drawn through them. However, if points M and N coincide (i.e., they are the same point), then an infinite number of lines can be drawn through them.

Verification: This information is based on the fundamental principles of geometry and does not require specific external sources for verification.

Therefore, the number of lines that can be drawn through points M and N depends on whether the points are distinct or coincide.

If you have any further questions or need additional clarification, feel free to ask!