The given curves are
y= x², y= 1 x and the line y=0 and x=t (t>1).
The point of intersection of y=x² and y= 1 x is
Gives two point of intersection (0,0) and (1,1).
Considering , the line given x=t, t>1
And finding it's area→→ Area under the Parabola from 1 to t - Area under the line starting from 1 to t= 1 square unit
→t= 1.33 is the solution of the area of the region bounded by the curves, y = x² , y = 1 x and the lines y = 0 and x = t (t > 1) is 1 sq. Unit.
answer is 4321 this is digit
could u elaborate it by diagram