Ask a New Question
Search
Find the gradient of the curve xy^3 = 5 ln y at the point (0,1).
1 answer
take the differential:
3xy^2 dy+ y^3 dx=5/y dy
dy(2xy^2-5/y)=-y^3 dx
dy/dx= you finish it.
Similar Questions
a) A curve is defined by the following parametric equations
x= 3t/t^2 +1 , y=1/t^2 +1 (i) Find an expression, in terms of t for
1 answer
A curve is given by the equation y = x/(x - 1). The coordinates of a point P on the curve are (3, 1 1/2). Show that the gradient
3 answers
a curve ahs parametric equations x=t^2
and y= 1-1/2t for t>0. i)find the co-ordinates of the point P where the curve cuts the
1 answer
The gradient of a curve is defined by
dy/dx = 3x^(1/2) - 6 Given the point (9, 2) lies on the curve, find the equation of the
1 answer
more similar questions