*  Reading Outline, Sec5.4 *
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* Vocabulary/Definitions *
 - [int]_3^1 f(x) dx = (the integral of f(x) dx from 3 to 1 =)
 - [int]_1^4 f(x) dx + [int]_4^8 f(x) dx = 
 - [int]_a^b f(x) + g(x) dx = 
 - [int]_a^b c f(x) dx = 
 - If M bounds f from above, then...
 - If m bounds f from below, then...
 - How can M and m be used to give limits on the size of integrals?



* Understand *
1. If [int]_a^b f(x) dx = 3 and [int]_a^b g(x) dx = 7, find 
[int]_b^a 3 f(x) - g(x) dx.



2. Use the Fundamental Theorem of Calculus to find [int]_1^4 3x^2 dx.



3. Find an upper and lower bound for f(x) = x^x on the interval 
1<=x<=3.  Give upper and lower bounds for [int]_1^3 x^x dx.