calc ques
cost of a cable is \[6\sqrt{2}\]. explain meaning of \[\int\limits_{25}^{30}6\sqrt{x}\] in context of this problem
it looks to be the length of the cable...maybe
how did you get that? random guess?
yeah...random guess :) gut feeling, intution.... sheer imagination
i bleeve in ure answer since uve 211 fans :)
ohnoyou dont, dont let this number fool ya...im an idiot in disguise :)
hahaha
without a complete problem to go on, thats just my guess :)
well ok: company makes cables for 120 bucks a meter. for a fixed length, the price to make the cable is 6 rad 2.
6sqrt(2) per foot?
per meter but yes thats the right EQ
er...meter
:)
then those numbers on top and beneath your integral sign would most likely be an interval of length of some sort...
yes it is
the "line" integral is a squareroot function... I know that much :)
srry the 120 refers to the company SELLING price
what is a line integral o.O
the line integral is: \[\int\limits_{} \sqrt{[f'(x)]^2+[g'(x)]^2} dx\]
uh ok
or if y is a function of x...then f'(x) = 1 and you put in the functiuon for y on the other side
o.o
you might notice the format from finding the length of the hypotenuse of a right triangle
c = sqrt(a^2 + b^2)
yeah. missing the deriv's though
yep, same concept, your trying to find the length of a curve by looking really close at it until it flattens out
oh.
then adding up all the little bitty flat parts
so you still think the answer to my question is the total length of cable?
doesnt seem right to me cause you alredady have 25 and 30. possibly something w/ the price?
i think it has something to do with the length of a cable.... yeah, but to be sure id have to know the average rainfall in the amazon...you know the basics :)
price involved with length....its in there someplce
haha ok thx. i just gonna fake this one... thx for help!
lol...sure thing ;)
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