Let A be the subset of R and D(A) be the set of all limit points of A. Then closure of A is
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If S and T are subsets of real numbers, then which of the following is correct?
Let If f(x) is continuous for all then the value of a + 8b is,
where [.] denotes greatest integer function and signum function is defined as,
Let Pn = apt-1 - 1 ∀ n= 1,2,3,4,5,.... and Let p1 = ax - 1 where a ∈ R*, then the value of is
Let {xn} and {yn} be two sequences of real numbers. Then which one is correct?
Let {xn} be a sequence of real no's where xn =
Then which of the followings is/are correct about the sequence {xn}?
Consider two sets, then which of the following(s) is/ are correct?
Consider a set E, where E = {sin2x - sinx + 1 ; x ∈ R}. Then which of the followings is/are incorrect for the set E?
The domain of the function that assign to each pair of integers the maximum of these two integers is ___________
If f(x) = , then the function is discontinuous at x = ________.
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