. This is true for all 
, since 
is always non-negative. This means the domain of 
as a function of 
or 
.
is non-negative, and the smallest value it can take on is 7, it follows that the minimum value for the positive square root must be 
, while the maximum value of the negative root must be 
. This means the range is 
, or 
, or ![(-\infty,-\sqrt7]\cup[\sqrt7,\infty)](/tpl/images/0293/6482/07a54.png)
.Graph . find domain and range.
i have the graph, but i don't know how to find the domain...
Mathematics, 06.10.2019 12:40 kookycookiefanx
Graph . find domain and range.
i have the graph, but i don't know how to find the domain and range?
Answers: 1
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