Search & Filtering
w(2v-w+1)dv+v(3v-4w+3)dw=0
d2y/dx2 - dy/dx= e-x , y(0) =0, y'(0) =1'
xzp - yzq= Kxyz by lagrange method
w=dependent variable, v=independent variable
Solve for the general solutions.
- w(2vāw+1)dv+v(3vā4w+3)dw=0
- w(4v+w)dv-2(v^2-w)dw=0
Non-exact equation and Integrating Factor
Given the equation below, solve for the general solutions.
w = dependent variable, v = independent variable
1. w(2v - w + 1) dv + v (3v - 4w + 3) dw = 0
Non-exact equation and Integrating Factor
Given the equation below, solve for the general solutions.
w = dependent variable, v = independent variable
1. w (4v + w) dv - 2 (v^2 - w) dw = 0
w=dependent variable
v=independendt variable
w(2v-w+1)dv+v(3v-4w+3)dw=0
Given the equation below, solve for the general solutions.
w = dependent variable, v = independent variable
1. w (4v + w) dv - 2 (v^2 - w) dw = 0
Given the equation below, solve for the general solutions.
w = dependent variable, v = independent variable
1. w (2v - w + 1) dv + v (3v - 4w + 3) dw = 0
Solve for the equation of the family of curves in which the slope is (5āš„)
(š¦ā3)
Determine the type of the curve and the equation of a member passing through
(2 ā 1).
