Given position integers a and b there exist unique integers q and r satisfying a = bq r, 0 < r < b
Prove that the function :N-Y defined by f(x)=xsquare where Y=(y:y=xsquare ,x is equall to N) is invertible also write the inverse of f(x)
A cylinder cut from a cone of radius 4cm and height 10cm what will be the max surface area of cylinder