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what is relationship between line integrals and arc length of curves?
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if function you are integrating is 1 then they are the same
ok, what if it isn't 1?
then they are not the same. What line integral does is add up value of fucntion over the line that you are integration. if that function is 1 over the line, then obiviously you would just be adding up pieces of the line
ok, how is that different from the arc length?
arc lenght line integral when the function is 1
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ok, but then how is arc length different when function is not 1?
i know you use the arc length to change a line integral into a double integral. Does it have something to do with that?
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