The curve has an equation y = e^x. Compute the area bounded by the
curve from x = 0 to x = 1.
The area bounded by the curve "y=f(x)" from "x = a" to "x = b" can be found out by integration:
"A=\\int_a^bf(x)dx."
We have:
"A=\\int_0^1e^xdx=e^x |_0^1=e^1-e^0=e-1."
Answer: "e-1."
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