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Label the key parts of the parabola.

(1 point)
Select responses from the drop down fields to answer the question. Navigate to the desired drop down and select your response.
Select responses from the drop down fields to answer the question. Navigate to the desired drop down and select your response.
Select responses from the drop down fields to answer the question. Navigate to the desired drop down and select your response.
Select responses from the drop down fields to answer the question. Navigate to the desired drop down and select your response.
Question 2
Identify the key parts of this parabola(1 point)


1) The vertex is
(write your response as an ordered pair).

2) The lesser zero is
(write your response as an ordered pair)

3) The other zero is
(write your response as an ordered pair)

4) The line of symmetry is
(write your response as an equation)

5) The y-intercept is
(write your response as an equation)

6) Complete the table below

x f(x)
-1
0
1
3
5


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1 answer

It appears you are working on labeling a parabola and identifying key points. I can help guide you through this, but I need more information about the specific parabola you are analyzing (i.e., its equation or a graph).

Please provide either the equation of the parabola or details about its graph so I can assist you effectively.

Here are the general steps to identify key parts of a parabola:

  1. Vertex: The vertex can be found at the point where the parabola changes direction. For the equation in the vertex form \(y = a(x - h)^2 + k\), the vertex is \((h, k)\).

  2. Zerøes (Roots): These are the points where the parabola intersects the x-axis. You can find them by setting the equation equal to zero and solving for \(x\).

  3. Line of Symmetry: This is a vertical line that runs through the vertex. Its equation is \(x = h\), where \(h\) is the x-coordinate of the vertex.

  4. Y-intercept: This is the point where the parabola intersects the y-axis. You can find it by evaluating \(f(0)\).

  5. Table Completion: To complete the table, substitute the provided \(x\) values into the equation of the parabola to find the corresponding \(f(x)\) values.

If you provide additional details, I can tailor my instructions specifically to your problem!