Partial Derivative: sqrt[21]{x^{21}+y ^{21}} at Fx(0,0)
wrt what?
can u write that out in the equation
easier to see what u want
k so my answer is \[x^{21}/(x^{21}+y^{21})^{21}\]
here ill repost
what is the question tho.
Find the partial derivative with respect to x at (0,0) --- \[\sqrt[21]{x^{21}+y ^{21}}\]
i got the derivative, but when i plug in the 0,0... it comes out to 0, which for some reason the online program we use didn't accept
guessing it's because there will be a 0 in the denominator.... so it should be "does not exist"???
oh ok so it is (1/21)(x^21+y^21)^(1/20) * (21x^20)
there are no fractions involved?....
no fractions involved. the fraction one that i posted was the answer i got
ya but your answer is wrong
?? checked it with mathematica
o right... entered it into open study wrong. answer should be \[x^{20}/(x^{21}+y^{21})^{20/21}\]
oops i made a typo... answer is: (1/21)(x^21+y^21)^(1/20) * (21x^20) which reduces to what u just wrote now yes
so the solution at (0,0) is undefined.
ah ok thank you very much
does not exist...
slkdfjsalkdfjsldj wtf.... the online program says Does not exist is the wrong answer
grrrr welp out of tries to enter the answer in
undefined didn't work either
well its undefined...so either ur program is wrong or its just asking for something verbally equivalent to saying undefined
dne
try that
tried 0, dne, and undefined. none of them worked
well ur program is wrong cuz thats the answer
hrm gonna have to talk to the teacher
alright well thanks for the help
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