(b): Find the area bounded by the curve x = 2y - y², the y-axis and the abscissas
y = 0 and y = 4
x²
Q4: Q3. Show that y = (x-2)e is the solution of the differential equation of
y'= ex²-2xy.
Q5: Find the volume of the solid about the x-axis generated by revolving the regions
bounded by the lines and curves in the following:
y
=
2√x, y
= 2, x
=
0