Question

ПОМОГИТЕ решить! В середину квадрата со стороной 10 см упала 101 точка. Можно ли листом бумаги прямоугольной формы с размерами 2х5 см накрыть хотя бы 11 точек?

Answer 1

r = ((корень из 3) / 6)*AC => т. к. r = 2, тогда 2 = ((корень из 3) / 6)*AC => AC = 4 корня из 3 
R = ((корень из 3) / 3)*AC => т. к. АС = 4 корня из 3, тогда R = 4 
Периметр равностороннего треугольника = 3 * 4 корня из 3 = 12 корней из 3

Answer 2

Can a rectangular piece of paper with dimensions 2cm x 5cm cover at least 11 points on a square with sides of 10cm?

To determine if a rectangular piece of paper with dimensions 2cm x 5cm can cover at least 11 points on a square with sides of 10cm, we need to consider the arrangement of the points and the size of the paper.

Based on the given information, we know that a total of 101 points have fallen into the square. However, we don't have any specific information about the arrangement of these points within the square. Therefore, we cannot make any definitive conclusions about whether the rectangular piece of paper can cover at least 11 points.

To provide a more accurate answer, we would need additional information about the arrangement of the points within the square. If you have any additional details or constraints, please provide them, and I will be happy to assist you further.