Find dydx in terms of x and y if arcsin((x^5)(y))=(x)(y^5)
I tried to do this problem, and I got (y^5((1-(x^5y)^2))^(1/2)-(5yx^4))/(x^5-5xy^4(((1-x^5y)^2))^(1/2)), which is incorrect.
Help, please???
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Find dydx in terms of x and y if arcsin((x^5)(y))=(x)(y^5)
I tried to do this problem, and I got (y^5((1-(x^5y)^2))^(1/2)-(5yx^4))/(x^5-5xy^4(((1-x^5y)^2))^(1/2)), which is incorrect.
Help, please???
Quote:
Originally Posted by iheartthemusic29
I supose you mean to find dy/dx in...etc.
I bet you'll be able to continue from here.
Tonio
Yeah, I got it. I actually had the right answer. It was an online assignment, and I put one parenthesis in the wrong spot when I was entering it, thus changing the entire answer. Thanks!