Question

Identify each of the following: y =3(2 + 5).
1. vertex
2. A.O.S.
3. direction:

Answer 1

The equation y = 3(2 + 5) does not have a vertex, axis of symmetry, or a determinable direction.

Step-by-step explanation:

The given equation is y = 3(2 + 5). To identify each of the following, let's simplify the equation first:

1. Vertex: The vertex represents the highest or lowest point on a graph. In this equation, since there is no x-term, it is not a quadratic equation and does not have a vertex.
2. A.O.S. (Axis of Symmetry): The axis of symmetry represents the vertical line that divides the graph into two symmetrical parts. In this equation, as mentioned earlier, there is no x-term, so there is no axis of symmetry.
3. Direction: The direction of the graph can be determined by the coefficient of x. However, in this equation, there is no x-term, so the direction cannot be determined.