Answer:
Step-by-step explanation:
Just so you see what you are trying to do, the graph shows you what you are given.
Graph
Red: y = e^x
blue: y = e^(2x)
green x = 1
equations
integral e^(2*x) = e^(2x)/2
integral e^x = e^x
Solution
e^(2x)/2 between 1 and 0 equals e^(*2*1)/2 - e^0
e^(2x) / 2 = 7.3891 - 1 = 6.3891
e^(x ) between 1 and 0 equals e^(1) - e^0
2.7183 - 1
1.7183
The area between 1 and 0 is 6.3891 - 1.7183 = 4.6708
