Algebra 2: Topic 1 - Linear Functions & Systems

2. Formed by adding a fixed number to each previous term to find the next term.
4. The process of predicting a value outside the range of known values.
6. The least value that the function attains in its domain. It is the y-coordinate of the lowest point on the graph of the function.
10. Another term for the x-intercept
12. The process of estimating a value between two known quantities.
13. The difference between consecutive terms of an arithmetic sequence.
14. A ________ flips the graph of a function across a line
16. The difference between the y-value of a data point and the corresponding y-value of a model for the data set.
17. A ___________ shifts the graph of the parent function horizontally, vertically, or both without changing its shape or orientation.
18. A(n) __________ definition defines the terms in a sequence by relating each term to the ones before it.

1. The ______________ of the function over the interval 𝘢≤𝘹≤𝘣 is equal to 𝘧(𝘣)−𝘧(𝘢)𝘣−𝘢
3. A(n) __________ definition allows any term in a sequence to be found without knowing the previous term.
5. A method used to calculate the line of best fit.
7. When a change in one quantity causes a change in a second quantity.
8. Stretching, compressing, reflecting, and translating are all types of ______________.
9. location where two curves (or lines) intersect.
11. A _________ indicates the strength of a relationship between two data sets.
15. The greatest value that the function attains in its domain. It is the y -coordinate of the highest point on the graph of the function.