y` is y prime
I don't think that is right...the dx/dy is what is throwing me off...
quote:
Delidgamond said this about your mom:
take the derivitive of sin^2(x-3y)
--------------
2sin(x-3y) * (1-3y`) = dx/dyy` is y prime
I don't think that is right...the dx/dy is what is throwing me off...
It should equal 0.
So, you will get 2sin(x-3y)- 6y'sin(x-3)=0
sin(x-3y)-3y'sin(x-3y)=0
sin(x-3y)=3y'sin(x-3y)=0
sin(x-3y)/3=y'sin(x-3y)=0
sin(x-3y)
-------- = y'
3sin(x-3y)
1/3=y'
I think. I kinda didn't have time to hink about it.
i have to do that eventually?
*ducks*
derivative of sin^2 is actually 2sincos. Makes a big difference.
quote:
Delidgamond had this to say about Punky Brewster:
take the derivitive of sin^2(x-3y)
sin²(x-3y)
2cos(x-3y)*(1-3y)*(dy/dx)
Hell if I know, I hate math. I will never use this shit in real life.
quote:
How.... Delidgamond.... uughhhhhh:
take the derivitive of sin^2(x-3y)
--------------
2sin(x-3y) * (1-3y`) = dx/dyy` is y prime
I don't think that is right...the dx/dy is what is throwing me off...
Now, back to work!
2sincos(x-3y) * (1-3y')=0
2sincos(x-3y) - 6y'sincos(x-3y)=0
2sincos(you)=6y'sincos(x-3y)
2sincos(that thingie)
------------------- =y'
6sincos(thatthingie)
1sincos(x-3y)
-------------------- =y'
3sincos(x-3y
1/3=y'