The area bounded by `y=min(x, 2-x)` with `y=(x-1)^(2)` is K sq. units, then `[K]` is equal to (where, `[.]` is the greatest integer function)

If the area bounded by y = x^(2) and x = y^(2) is (k)/(15) sq. units , then k is ____

The area (in sq. untis) bounded by [x+y]=2 with the co - ordinate axes is equal to (where [.] denotes the greatest integer function)

The area (in sq. untis) bounded by [x+y]=2 with the co - ordinate axes is equal to (where [.] denotes the greatest integer function)

If the area bounded by y = x^(2) and x = y^(2) is (k)/(15) sq. units , then k is ________

lim_(x rarr k)(x-[x]), where k is an integer,is equal to (where denotes greatest integer function

The area bounded by y=||x|-1| with the x - axis from x =0 to x=1 is k square units, then 4k is equal to

The area bounded by y=||x|-1| with the x - axis from x =0 to x=1 is k square units, then 4k is equal to

If the area bounded by the curve |y|=e^(-|x|)-(1)/(2) and (|x|+|y|)/(2)+|(|x|-|y|)/(2)|<=2 is 'k units,then [(k)/(14)] is equal to (where[.] denotes greatest integer function)

The area bounded by y+x^(2)le 4x and y ge3 is k sq. units, then 3k is equal to