How to find area of the function: f(x)=e^3, g(x)=x^3 , x=0 and x=1?

I don't really understand the "e" part.
Thanks <3

1 Answer
Feb 10, 2018

Area 19.835537 sq units
[Assuming you mean the area bounded by:
f(x)=e3,g(x)=x3,x=0andx=1]

Explanation:

I assume you mean the area bounded by:
f(x)=e3,g(x)=x3,x=0andx=1

First note that e is a constant 2.718282

So e320.085537

Then the area bounded by f(x)=e3,x=0andx=1 and the xaxis is a rectangle with sides 20.085537and1

Hence this rectangle has an area of 20.085537 sq units.

So, the area bounded by: f(x)=e3,g(x)=x3,x=0andx=1 will equal:

20.08553710x3dx

20.085537x4410

20.0855370.25

19.835537 sq units