SOLUTION: how do you find the domain and range of this equation?
x^2 + 10 < x < 5 The less than signs are to be less than or equal to
Algebra ->
Functions
-> SOLUTION: how do you find the domain and range of this equation?
x^2 + 10 < x < 5 The less than signs are to be less than or equal to
Log On
Question 293284: how do you find the domain and range of this equation?
x^2 + 10 < x < 5 The less than signs are to be less than or equal to Answer by stanbon(75887) (Show Source):
You can put this solution on YOUR website! how do you find the domain and range of this equation?
x^2 + 10 < x < 5 The less than signs are to be less than or equal to
-------------------
The expression "x^2+10" has a minimum value of 10.
--
So the inequality is a contradiction because it says 10<5
---
There is no domain; no values of x satisfy the inequality.
=============================================================
Cheers,
Stan H.
=============================================================