If R is the set of all rhombuses and S is the set of all squares, then `S - R` is `"______"`.

If S is the set of squares and R is the set of rectangles, then (SuuR)-(SuuS) is

If S is the set of squares and R is the set of rectangles, then (SuuR)-(SuuS) is

If R is the set of all real number and Q is the set of all rational numbers, then what is R - Q?

Write the subset relations between the following sets : X = set of all quadrilaterals. : Y = set of all rhombuses. : S = set of all squares.: T = set of all parallelograms. : V = set of all rectangles.

Let U = the set of all triangles , P = the set of all isosceles triangles, Q - the set of all equilateral triangles , R = the set of all right angled triangles. What do the sets P uu Q represents ?

let mu = the set of all triangles, P = the set of all isosceles triangles, Q = the set of all equilateral triangles, R = the set of all right-angled triangles. What do the sets PnnQ and R-P represents respectively ?

For the given relation R on a set S, determine which are equivalence relations : (i) S is the set of all rational numbers a R b iff a= b. (ii) S is the set of all real numbers iff : (I) |a |= |b| (II) a ge b .

If S be the set of all triangles and f:S rarr R^(+),f(Delta)= Area of Delta, then f is

Let S be the set of all triangles and R^(+) be the set of positive real numbers,then the function f:S rarr R^(+),f(Delta)= Perimeter of Delta in S then ^( tf is )