Question

Даны разрезы с длинами: 4 ; 2 ; 6 . Определите , сможете ли вы построить треугольник из данных разрезов!

Answer 1

Нет, т.к. 4+2>6 - неверно ( по теореме о сумме длин двух любых сторон треугольника)

Теорема.

Сумма длин двух любых сторон треугольника больше длины третьей стороны этого треугольника

Answer 2

Ответ:

да сможем аааааапааааааа́а

Answer 3

Given Information

You have three line segments with lengths 4, 2, and 6.

Determining if a Triangle Can be Constructed

To determine if a triangle can be constructed using these line segments, we need to check if the sum of the lengths of any two sides is greater than the length of the third side. This is known as the triangle inequality theorem.

Let's check if this condition is satisfied for the given line segments:

- For the line segments with lengths 4 and 2: - The sum of the lengths of these two sides is 4 + 2 = 6. - Is 6 greater than the length of the third side (6)? No, it is equal. - Therefore, a triangle cannot be constructed using these line segments.

Since a triangle cannot be constructed using the given line segments, the answer is no.

Conclusion

Based on the triangle inequality theorem, it is not possible to construct a triangle using line segments with lengths 4, 2, and 6.