Consider the following graph of a quadratic function.

Part A: How can you quickly determine the intervals with the greatest rate of change by making observations from the graph?

Part B: Which intervals have the greatest rate of change?

Part C: Which intervals have the least rate of change?

Part D: Name two intervals that have equal rates of change.​

Consider the following graph of a quadratic function Part A How can you quickly determine the intervals with the greatest rate of change by making observations class=

Respuesta :

A graph can increase or decrease at an interval or several intervals

  • The interval with the longest curve or line represents the greatest change.
  • The intervals with the greatest rate of change are ab and de
  • The intervals with the least rate of change are bc and cd
  • The intervals with the equal rates of change are ab and de

Part A: How to determine the longest interval

The longest interval will have a great change in the y-values, and a small change in the x-values.

An instance of such interval is interval ab

Part B: Intervals with the greatest rate

Intervals ab and de have equal rates, and they cover the same vertical and horizontal distances, as described in (a) above.

Hence, intervals ab and de have the greatest rate of change

Part C: Intervals with the least rate

Intervals bc and cd have equal rates, and they cover the same vertical and horizontal distances,

Hence, intervals ab and de have the least rate of change

Part D: Intervals with the equal rate

As said in (b) and (c),

  • Intervals ab and de have equal rates
  • Intervals bc and cd have equal rates

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