Question

Построить график y=x^-2

Answer 1

Парабола, начинающаяся на оси у на координате -2
А на оси х с двух сторон, симметрично, около 1,75(-1,75)

Answer 2

Graph of y = x^-2

To plot the graph of the function y = x^-2, we can use a graphing tool or software. However, since we don't have access to a graphing tool here, I can describe the general shape of the graph for you.

The function y = x^-2 represents a hyperbola. It has two branches, one in the first quadrant and the other in the third quadrant. The graph approaches the x-axis and the y-axis as x approaches positive and negative infinity, respectively.

Here are a few key points on the graph:

- As x approaches 0 from the positive side, y approaches positive infinity. - As x approaches 0 from the negative side, y approaches negative infinity. - As x approaches positive infinity, y approaches 0. - As x approaches negative infinity, y also approaches 0.

Please note that without a specific range or interval for x, it is difficult to provide more precise details about the graph. If you have a specific range or interval in mind, I can provide more information about the graph within that range.

I hope this helps! Let me know if you have any further questions.