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Let a and b be the points of local maximum and local minimum respectively of the function f(x)=2x3−3x2−12x. If A is the area of region bounded by y=f(x), x−axis, y−axis and x=b, then the value of 2A(in sq. units) is equal to

Answer» Let a and b be the points of local maximum and local minimum respectively of the function f(x)=2x33x212x. If A is the area of region bounded by y=f(x), xaxis, yaxis and x=b, then the value of 2A(in sq. units) is equal to


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