Let S be an infinite subset of R such that S nQ = o which of the foliowing is true (a) Smust have a limit point which belongs to Q (b) Smust have a limit point which belongs to R/Q. (c) Scannot be a closed set in R. (d) R/Smust have a limit point which belongs to S.

S is subset of R and S intersection rational is empty that means S does not contain any rational number , natural number,and integers form also so S will be the set of irrational n...

Option (d) is correct.
Ans: S is the set of irrational numbers because S intersection Q is a empty set .If the set S is also a the set of irrational numbers and their intersection ...

S is a set of irrational number because S intersection Q is null set.every real number is limit point of S bcz between any two real number infinite irrational numbers.limit point o...