SOLUTION: Consider y=√x(3-x)^2.
Show that dy/dx = (3-x)(3-5x)/2√x
Next find the x-coordinates of all points on y=√x(3-x)^2. where the tangent is horizontal.
Algebra ->
Functions
-> SOLUTION: Consider y=√x(3-x)^2.
Show that dy/dx = (3-x)(3-5x)/2√x
Next find the x-coordinates of all points on y=√x(3-x)^2. where the tangent is horizontal.
Log On
Question 1192340: Consider y=√x(3-x)^2.
Show that dy/dx = (3-x)(3-5x)/2√x
Next find the x-coordinates of all points on y=√x(3-x)^2. where the tangent is horizontal. Answer by greenestamps(13203) (Show Source):
