Use logarithmic differentiation to find dy/dx. y = xy - 8 x > 0 dy dx Need Help? Read It Talk to a Tutor
y (1 , xy) dx = (x + ²y ²) dy =
Evaluate xy dx + (x + y)dy along the curve y = 3x? from (-2,12) to (1,3). с xy dx + (x + y)dy = 0 xy dx + с (Type an integer or a simplified fraction.)
X 16.2.23 Evaluate si xy dx + (x + y)dy along the curve y= 2x² from (-3,18) to (2,8). C { xy dx xy dx + (x + y)dy = С (Type an integer or a simplified fraction.) ts
Find dx for the following integral. 0 dt } 1+P tan x dy dx (Simplify your answer.)
dy Find by implicit differentiation. dx xºy - xy = 6 dy dx -
Q1: Change the order of integration 1 rx-2 61 xy dy dx xy dy dx Jo x2 Evaluate the reversed integral and sketch the region.
Evaluate xy dx + (x+y)dy along the curve y=2x? from ( - 3,18) to (-2,8). с | xy dx +(x+y)dy = [ С (Type an integer or a simplified fraction.)
3) (xy + y) dx + (x + x²y + x²g?)dy=0 differential equations
Question 2: solve the differential equations a) (xy - y)dx + - x)dy = 0