Solve the function
Answer to Problem 40PFA
Option D
None of the above
Explanation of Solution
Given information:
Calculation:
To recognize if a function is linear, quadratic (a parabola), or exponential without an equation or graph, look at the differences of the y-values between successive integral x-values.
If the difference is constant, the graph is linear.
If the difference is not constant but the second set of differences are constant, the graph is quadratic.
If the differences follow a pattern similar to the y-values, the graph is exponential.
So,
Option D (None of the above)
Because it doesn’t have constant first or second difference or a common ratio.
So, it is not a linear, quadratic or exponential function.
Chapter 9 Solutions
Algebra 1, Homework Practice Workbook (MERRILL ALGEBRA 1)
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