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Approaching 'A'

Across
Another name for the X values
This theorem is defined as, f(x)<h(x)<g(x)
If I had the equation 2(9+x), I would do what with the 2?
Another name for the Y values
As 'x' approaches any number 'a'.
When X or Y is undefined in a function, there will be an ______ where X or Y is not defined.
Another name for slope is this.
When expressed as a decimal, this type of number has a finite or expressible amount of numbers after the decimal.
As X approaches this, the line goes on forever either upward or downward.
There is a checklist to find this. It simply means that there are no breaks in your graph anywhere.
The change in Y over the change in X
The speed at which an object is being propelled in a certain direction.
Down
You get it by finding: (f(x+h)-f(x))/h
If you see an 'X' in a problem, it is referred to as a ______
This theorem helps determine if the number you are looking for is on the interval that you are looking on.
The different lines leading up to h=0
Line where h=0
To do this, it means that X is getting ever closer to a certain number, or infinity.
When a number, or group of numbers, is underneath this, you might be expected to find the square root or cube root.
Squeeze and IVT arre examples of this.