<span>x^2y=xy^2
Differentiate implicitly.
x^2y' + y(2x) = x(2yy') + y^2
x^2y' + 2xy = 2xyy' + y^2
x^2y' - 2xyy' = y^2 - 2xy
y'(x^2 - 2xy) = y^2 - 2xy
y' = (y^2 - 2xy)/(x^2 - 2xy)</span><span />
The answer to the question is c
Answer:
-3.5 and -0.5 would be the answers
So let x be the height of the flower last time it was measure
because the flower is currently 65 in and is 12.1 in taller that last time the answer would be calculated by subtractin 12.1 from 65 and the equation would be x=65-12.1