Question

X²+2 √{3} x y-y²+2=0 Sketch the graph.

Answer 1

To sketch the graph of the equation x²+2√{3}xy-y²+2=0, we can use the concept of conic sections, specifically a hyperbola.

Step-by-step explanation:

To sketch the graph of the equation x²+2√{3}xy-y²+2=0, we can use the concept of conic sections. This equation represents a conic section called a hyperbola. Here are the steps to sketch the graph:

1. Solve the equation for y
2. Create a table of x and y values by substituting different x values into the equation
3. Plot the points on a coordinate plane
4. Connect the points to form the graph of the hyperbola