What if we wrote it like this ...
y = 1/√(3x-1)
= (3x-1)^(-1/2)
now we can use the chain rule
dy/dx = (-1/2)(3x-1)^(-3/2)(3)
= (-3/2)/(3x-1)^(3/2)
= -3/[2√(3x-1)^3
Determine the derivative of the function:
Y=1 / (Sq.root of (3x-1)
I know the answer is -3 / (2(Sq.root of 3x-1)^3
I just need some aid on the steps.
Thanks in advance.
3 answers
dy/dx=3/2(3x-1)61/2
dy/dx=3/2(3x-1)^1/2
My bad.... apparently didn't hit the shift key for the ^ sign...
My bad.... apparently didn't hit the shift key for the ^ sign...