The Vertex Is Located At (8.33, 236.67). What Does This Point Represent In Context?

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The Vertex Is Located At (8.33, 236.67). What Does This Point Represent In Context?. In a quadratic equation like y = −6x2 + 100x − 180,. The maximum profit occurs when the store charges $8.33 per soccer ball 1 the vertex form of the quadratic.

Vertex
Vertex from ar.inspiredpencil.com

Here's a detailed explanation of what the vertex (8.33,236.67) represents in the given context: The vertex represents the maximum daily profit from selling soccer balls. Therefore, the vertex (8.33, 236.67) represents the peak point of the object's trajectory, marking the time and height at which the object is at its maximum elevation before it begins to descend.

The Vertex (8.33, 236.67) Represents The Point Where The Function Reaches Its Maximum Or Minimum Value, Depending On Whether The Parabola Opens Upwards Or Downwards.


The vertex of the quadratic equation represents the maximum or minimum point on the graph. The vertex is the maximum of the graph. Here's a detailed explanation of what the vertex (8.33,236.67) represents in the given context:

The Vertex Represents The Maximum Daily Profit From Selling Soccer Balls.


Therefore, the vertex (8.33, 236.67) represents the peak point of the object's trajectory, marking the time and height at which the object is at its maximum elevation before it begins to descend. The vertex of the quadratic function given by y=−6x2+100x−180 is located at the point (8.33, 236.67). In this case, the vertex is located at (8.33, 236.67).

The Vertex Of The Parabola Indicates The Orientation Of The Parabola, It Can Represent The Maximum Or Minimum Of The Function.


In a quadratic equation like y = −6x2 + 100x − 180,. The maximum profit occurs when the store charges $8.33 per soccer ball 1 the vertex form of the quadratic. Therefore, the correct answers are:

If The Vertex Is The Maximum Of The Function, Then The Parabola.


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