1
Q
If a negative number is added to a radical function, its graph will sift ___ by the value of that matter
A
Down
2
Q
When we compose functions we must make sure that the output of the first function is part of the ___ of the second function
A
Domain
3
Q
If the Variable of a radical function is multiplied by a number, the graph of the function will be _____ and enlarged by the value of that number.
A
Stretched
4
Q
A
right
5
Q
We expect to see a ___ for the graph for the composition of a function and its inverse function if the domain of each is all real numbers.
A
Line
6
Q
In General, The composition of the function is not___.
A
Communitive
Algebra II
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