The curve x = 4 - 3y - y2 cuts the y-axis into two points P and Q. Then the area enclosed by the y-axis and the portion of the curve which lies between P and Q is : (in sq. units)

20 18 17 None of these

None of these

Area = \(\int_{-4}^{1}d\)y x         = \(\int_{-4}^{1}d\)y (4 - 3y - y2)         = 20\(\frac{5}{6}\)