Question

Изобразите заданные промежутки на координатной прямой и найдите промежуток являющийся их пересечением (-8;6] и [-5;8]

Answer 1

Не могу вставить изображение, но нужно начертить 2 коорд. прямые и в итоге промежуток (-2;3)

Answer 2

Plotting Intervals on a Coordinate Line and Finding Their Intersection

To plot the given intervals on a coordinate line and find their intersection, we'll start by representing the intervals on a number line and then determine the overlapping region.

Given Intervals: - Interval 1: (-8; 6] - Interval 2: [-5; 8]

Representing Intervals on a Number Line

To represent the intervals on a number line: - Interval 1 (-8; 6] will be represented as an open circle at -8 and a closed circle at 6. - Interval 2 [-5; 8] will be represented as a closed circle at -5 and a closed circle at 8.

Finding the Intersection

The intersection of the two intervals is the overlapping region between them. In this case, the intersection is the portion of the number line that is common to both intervals.

Result: The intersection of the given intervals (-8; 6] and [-5; 8] is the interval [-5; 6].

This means that the numbers between -5 and 6 are common to both intervals.

I hope this helps! If you have further questions or need additional assistance, feel free to ask.