Question

Question #59ddc

Answer 1

No minimum value (Local minimum) exist in this function.

Explanation:

Actually here Minimum and Maximum both do not exist because the function approaches to Positive infinity (+`∞`) and Negative infinity
(-`∞`) if `x` approaches to infinity (`∞`) . Thus, this is an Unbounded function.

Here `sin(x)` varies from -1 to +1

and

`e^(2x^2-2x+1)` varies from `e^(1/2)` to +`∞`

and

the Quadratic `2x^2-2x+1` varies from `1/2` to +`∞`.