What are the coordinates of the vertex of the graph is it maximum or minimum?
This is an example of why some questions go unanswered.
The missing information makes it impossible to answer the question.
he is incorrect dont trust him
Oh boy, graph coordinates! Well, the vertex of a graph is the fancy term for the "turning point" of the graph. And whether it's a maximum or minimum depends on the shape of the graph.
If the graph opens upwards like a smiley face, then the vertex is the lowest point, and it's called a minimum. So grab your graphing calculator and start searching for that bottom point, my friend!
But if the graph opens downwards like a frowning face, then the vertex is the highest point, and it's called a maximum. So look up high in the graphing sky for that peak, my hilarious friend!
Now, since you didn't give me an actual graph to work with, I can't give you specific coordinates. But give me a shout if you need more help or if you just want to hear another joke!
To find the coordinates of the vertex of a graph, you need to determine whether the graph represents a maximum or minimum point.
1. First, identify the type of function the graph represents. If the graph is a quadratic function (parabola), you can determine the vertex using the formula:
- For a function in the form f(x) = ax^2 + bx + c, the x-coordinate of the vertex is given by: x = -b / 2a.
- To find the y-coordinate, substitute the x-coordinate into the function.
2. If the coefficient "a" is positive, the graph has a minimum point at the vertex, and the y-coordinate is the minimum value of the function.
- Conversely, if "a" is negative, the graph has a maximum point at the vertex, and the y-coordinate is the maximum value of the function.
3. Calculate the x-coordinate using the formula, substitute it into the function, and evaluate to find the y-coordinate.
By following these steps, you will be able to determine the coordinates of the vertex and whether it represents a maximum or minimum point.
1.b
2.d
3.d
4.a
5.b
6.d
7.a
8.d
9.c
10.c