question 1 - 14\nwhich of the following represents the minimum(s) of the graph shown below?\n(-3,5)\n(-5,0)…

question 1 - 14\nwhich of the following represents the minimum(s) of the graph shown below?\n(-3,5)\n(-5,0) and (-1,0)\n(-5.5,-8) and (-0.5,-8)\nthere is no minimum

question 1 - 14\nwhich of the following represents the minimum(s) of the graph shown below?\n(-3,5)\n(-5,0) and (-1,0)\n(-5.5,-8) and (-0.5,-8)\nthere is no minimum

Answer

Explanation:

Step1: Analyze the graph's direction

The parabola opens downward. For a parabola opening downward, it has a maximum point (vertex) and no minimum point in the entire domain.

Step2: Check the options

  • Option $(-3,5)$ is the vertex (maximum).
  • Option $(-5,0)$ and $(-1,0)$ are the x - intercepts.
  • Option $(-5.5,-8)$ and $(-0.5,-8)$ are just points on the graph but not minima.

Answer:

There is no minimum