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Find the average value of the function f(x) = (2x - 5)^2 on the interval [1, 2].
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integrate, then divide by 1 which really just means integrate
\[\int_1^2(2x-5)^2dx\]
really? cool!
use a simple u-sub or just multiply out and integrate term by term
what "section" is this in? I don't remember this in integration...
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answer is \[\frac{13}{3}\]
HA! I just opened right to it! lol
approximate integration...
average value is integral divided by length of path
Length of x value? or hypotenuse
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yea, length of straight path... anyway, thx
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