Question: Changing the subject: The function \(z=y^{x}\) has a unique critical point on the half-plane \(y>0\). Where is it located?

Also: Determine, and draw in the xy -plane, the level set \(z=1\) for the function \(z=y^{x}(y>0)\). (level set \(z=1\) is the set of all points \((x y)\) in the domain for which \(y^{x}=1\) )

Price: $2.99

Solution: The downloadable solution consists of 2 pages
Deliverable: Word Document