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What is the difference between a double integral and an iterated integral??
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nothing really
a double integral is worked out in the same fashion
its like saying; whats the difference between antidifferentation and integrating ...
Really? Im told in this problem to evaluate a double integral as a iterated integral over a Type 1 region. I thought they were equivalent and this has made me doubt myself!
the double is modified into an interated if i recall correctly based on how the x and y and such move across the region
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but other than that, the double is just a notation for the interated
\[\int\int_D\ f(s)\ ds=\int_{x_0}^{x}\int_{y_0}^{y}f(s)\ dy\ dx\]
look something like that maybe
Ah. Ok. That makes sense. Phew. Not completely clueless
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