Question

Супер срочно или мне конец скільки площин можна провести через точки M, N і К якщо: 1) MN = 17 см, NK = 14 см, MK = 31 см; 2) MN = 19 см, NK = 12 см, MK = 15 см?

Answer 1

Пошаговое объяснение:

1) Безліч, можемо провести

2) 3

Answer 2

Number of Planes that can be Drawn through Points M, N, and K

To determine the number of planes that can be drawn through points M, N, and K, we need to consider the given lengths of the line segments MN, NK, and MK in each scenario.

1) When MN = 17 cm, NK = 14 cm, and MK = 31 cm: - To draw a plane through three non-collinear points, we need at least three non-collinear points. - In this case, we have three non-collinear points (M, N, and K), so we can draw one plane through these points.

2) When MN = 19 cm, NK = 12 cm, and MK = 15 cm: - Similarly, we need at least three non-collinear points to draw a plane. - In this case, we also have three non-collinear points (M, N, and K), so we can draw one plane through these points.

Therefore, in both scenarios, the number of planes that can be drawn through points M, N, and K is one plane.

Please note that the provided information is based on the given lengths of the line segments MN, NK, and MK. If there are any additional constraints or conditions, please let me know, and I'll be happy to assist you further.