Question #c5468
1 Answer
Oct 17, 2017
Extreme (minimum) value of the function
Explanation:
We have
As we can see
So it will have a minimum value.
The minumum value will be at
Therefore,
OR
When we differentiate the function
When we find out the critical point of
Therefore the function will be minimum at
When we put
Also the graph for the function is
graph{x^2+x+2 [-6.024, 6.46, -0.516, 5.724]}
Here you can see the minimum value of the function