| *This section will allow only site approved tutors to post answers. Please do not post any inappropriate material here . HTML will not work with the exception of those who are approved as tutors. |
|
|
Go
![]() |
Post
![]() |
Find
![]() |
Notify
![]() |
Tools
![]() |
Reply
![]() |
|
|
Bronze Enthusiast |
throw me another bone will ya?
domain and range one more time f(x)= 2+ sqrt x+3 domain and range a thousand times thank you for all your help. |
||
|
|
Diamond Enthusiast ![]() |
I'm assuming that the whole 'x+3' is under the square root.
The square root is what limits the domain. The number under the square root must be equal to or greater than 0. x + 3 ≥ 0 x ≥ -3 So, that is the domain: x ≥ -3 The square root is again the important part for the range. A square root can give a range of greater than or equal to zero. In this case, however, we have 2 added to that. This doesn't affect the high end of the range (infinity, because infinity plus two is still infinity) but does change the lower end. 0 + 2 is, of course, 2, so the range is f(x) ≥ 2 |
|||
|
| Previous Topic | Next Topic | powered by eve community |
| Please Wait. Your request is being processed... |
|

