Consider the following function in the set of real numbers R

Consider the following statement: The set of real numbers is an infinite set. Is it a simple statement?

Consider the following statement: The set of real numbers is an infinfite set.

Which one of the following is the bijective function on the set of real numbers

Consider the binary operation ast on the set R of real numbers, defined by aastb = a b / 4 Find the inverse of 5.

Consider the binary operation ast on the set R of real numbers, defined by aastb=a b /4 Show that ast is commutative and associative.

Which one of the following is a bijective function on the set of real numbers ?

Which one of the following is a bijective function on the set of real numbers?

If in greatest integer function, the domain is a set of real numbers, then range will be set of

If in greatest integer function, the domain is a set of real numbers, then range will be set of

Does the relation 'a square root of' in the set of real numbers represent a function ?