Find the order and degree (if defined) of the equation:
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The differential equation representing the family of curves y2=2c(x+c), where c is a positive parameter, is of (A) order 1 (B) order 2 (C) degree 3 (D) degree 4
Form the differential equation of family of lines situated at a constant distance p
from the origin.
Form the differential equation of family of lines concurrent at the origin.
Tangent to a curve intercepts the y-axis at a point P A line perpendicular to this tangent through P passes through another point (1,0). The differential equation of the curve is
What is the solution of the equationln(dydx)+x=0?
The solution of dydx=|x| is:
The solution to the differential equationdydx=yf′(x)−y2f(x) Where f(x) is a given function is