The smaller area included between `y=sqrt(4-x^2),y=xsqrt3` and the x-axis is

The area included between x^(2)+y^(2)=4x and y^(2)=x above x-axis is

the area included between the curve xy^(2)=a^(2)(a-x) and y -axis is -

the area included between the curve xy^(2)=a^(2)(a-x) and y -axis is -

Column I, Column II Area enclosed , q. 1. sq. units The smaller area included between the curves sqrt(x)+sqrt(|y|)=1 and |x|+|y|=1 , r. 4 sq. units Area bounded by the curves y=[(x^2)/(64)+2](w h e r e[dot]d e not e s the greatest integer function), y=x-1a n dx=0 above the x-axis., s. 2/3 sq. units

Column I, Column II Area enclosed , q. 1. sq. units The smaller area included between the curves sqrt(x)+sqrt(|y|)=1 and |x|+|y|=1 , r. 4 sq. units Area bounded by the curves y=[(x^2)/(64)+2](w h e r e[dot]d e not e s the greatest integer function), y=x-1a n dx=0 above the x-axis., s. 2/3 sq. units

Find the area included between y^(2) =9x and y=x

Find the area of the region bounded by the curves y= sqrt(4-x^2) ,y= sqrt(3x) and X- Axis in the first quadrant .

Find the area included between the curve y=sqrt(8-x^2) , the tangent to it at the point with abscissa x=-2 and the x-axis.

Area of smaller part in the first quadrant bounded by the semi-circle y=sqrt(4-x^(2)) , the line y = x sqrt(3) and X -axis, is

The area bounded by the curves x^(2)+y^(2)=4 , |y|=sqrt(3)x and y - axis, is