Lesson 287 of 1524
7.6 Building Quadratic Functions to Describe Situations, Part 2
The big lesson was that adding a quadratic term to a linear function has an effect of “bending” the graph, as the output values are no longer changing at a constant rate
Practice this chapterThe big lesson was that adding a quadratic term to a linear function has an effect of “bending” the graph, as the output values are no longer changing at a constant rate Create quadratic functions and graphs that represent a situation
Relate the vertex of a graph and the zeros of a function to a situation Know that the domain of a function can depend on the situation it represents
output values — no longer changing at a constant rate.
Worked example
What does “output values” mean in 7.6 Building Quadratic Functions to Describe Situations, Part 2?
- 1Use the wording this chapter gives for output values.
- 2The book says: no longer changing at a constant rate.
- 3Keep the answer tied to this term.
Result: no longer changing at a constant rate
Why. That is the meaning this chapter gives for output values.
Answer with the meaning this chapter gives. A nearby idea from the same book is a different term.
Practice margin
This chapter
A fresh set from this chapter only. Choose 10 or 20. Multiple choice and fill-in, with no repeat inside the set.