I need help interpreting the meaning of a integral
\[\int\limits_{10}^{5}200x^1.075dx\]
that is written weird.
i'm sorry the 5 and 10 need to be switched
do you men ? \[\int\limits_{5}^{10}200x^{1.075}dx\]
ahh
\[\int\limits_{5}^{10}200x ^{1.075}\]
\(\int_a^bcx^ldx = \frac{c}{l+1}x^{l+1}|_a^b\)
where \(f(x) |_a^b \implies f(b) - f(a)\)
I'm suppose to interpret it but I am not understanding what he means(my professor). He says I think to explain it not solve it
do you know what the graph looks like?
there isn't a graph
graph the function you are taking the integral of. i.e. graph \(f(x) = 200x^{1.075}\)
@Study_together can you help?
a function of which a given function is the derivative, i.e., which yields that function when differentiated, and which may express the area under the curve of a graph of the function.
Graph the function. then it is the area between 5 and 10
Does that help @Kash_TheSmartGuy
not just under the curve.... I think that is a bad way of saying it... we must balance out the negative when looking at it as area...
@lynda.boyce http://www.wolframalpha.com/input/?i=%5Cint_%7B5%7D%5E%7B10%7D200x%5E%7B1.075%7Ddx
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