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Help! Implicit Differentiation with Radicals :(

Mathematics
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1 Attachment
me here but don't know the reason why cannot open the attachment
take derivative both sides, the right hand side give you 0, the left hand side has 2 terms, what do you get for the first term
i got some of it but i didn't get (3+2y) in the numerator.
|dw:1381795463590:dw|
\[(\sqrt{3x+2y})' +(\sqrt{4xy})'= \frac {3+2y'}{2\sqrt{3x+2y}} +\frac{4y+4xy'}{2\sqrt{4xy}}\]
you have to use chain rule,
|dw:1381795702483:dw|
right?
|dw:1381795570646:dw|
the net is sooooo bad, ok, let me write it out.
so why did you bring this on top in the numerator?
1 Attachment
y is function of x, cannot take derivative as x, derivative of y is y'
ridiculous the net, me here but I am invisible, hehehe
  • phi
|dw:1381798106573:dw|

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