Which statement describes the solutions of this equation?
2 answers:
You might be interested in
For 
to be continuous at 
, we need to have
Note that
means that 
, but that 
is *approaching* 5. We're told that for , we have
We can write
and the limit would be
and so is discontinuous.
Note that
We can write
and the limit would be
and so
Answer:
Correct answer is:
<em>a. (-9,17)</em>
Step-by-step explanation:
We are given that a point (6, 6) lies on the graph of .
Putting the values from the given point:
That means we are given that ..... (1)
And we have to find the corresponding coordinates of this point on the graph of
From equation (1), we know the value of .
so, let us convert to a form such that it becomes equal to
So, let us put in the given function:
Now, using equation <em>(1)</em>, putting
Therefore, the point the corresponding point is:
<em>a. (-9,17)</em>