area bounded by region x^2=4y , y=2 , y=4 .Can i solve this by taking general equation of parabola x^2=4ay where a=1
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parabola x22= -4ay
**Equation y22=
**-4ax (a > 0) represents the equation of a parabola whose
**co-ordinate of the vertex is at (0, 0), the co-ordinates of the focus are
**(0, -a), the equation of directrix is y = a or y - a = 0,
**the equation of the axis is x = 0, the axis is along negative y-axis,
**the length of its latus rectum = 4a and the distance between its vertex and focus is a.
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