Questions: Find the vertex. (x, y)=(55,25 Find the x - and y-intercepts. x -intercept (x, y)=(50,0 x -intercept (x, y)=(60,0 y -intercept (x, y)=(0,25) Part 4 - Maximum profit What is the maximum profit? P= How many players need to be sold to maximize profit? x= players

Find the vertex. (x, y)=(55,25 Find the x - and y-intercepts. x -intercept (x, y)=(50,0 x -intercept (x, y)=(60,0 y -intercept (x, y)=(0,25) Part 4 - Maximum profit What is the maximum profit? P= How many players need to be sold to maximize profit? x= players
Transcript text: Find the vertex. \[ (x, y)=(55,25 \] Find the $x$ - and $y$-intercepts. \[ \begin{array}{ll} x \text {-intercept } & (x, y)=(50,0 \\ x \text {-intercept } & (x, y)=(60,0 \\ y \text {-intercept } & (x, y)=(0,25) \end{array} \] Part 4 - Maximum profit What is the maximum profit? \[ P=\$ \] How many players need to be sold to maximize profit? $x=$ players
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Solution

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Solution Steps

Step 1: Identify the Vertex

The vertex of the parabola is given as (55, 25).

Step 2: Identify the x-intercepts

The x-intercepts are given as (50, 0) and (60, 0).

Step 3: Identify the y-intercept

The y-intercept is incorrectly given as (0, 25). The correct y-intercept should be determined from the graph or equation.

Final Answer

  • Vertex: (55, 25)
  • x-intercepts: (50, 0) and (60, 0)
  • y-intercept: Incorrectly given as (0, 25)
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