Find the area of the region enclosed by the graphs y=e^x and y=e^(0-x) by partitioning the x-axis with x=1

Question

This is a calculus question about finding the area between two graphs by partitioning the x-axis using integrals.

Answer 1

The graphs of e^x and e^-x do NOT enclose a region.

In fact, the 2 graphs partition the positive co-ordinate plane into 4 regions each of which has infinite area.

Perhaps you have submitted the question incorrectly.

Did you really mean something different than e^-x by "e^(0-x)"?