If f is Riemann integrable in (a, b) then f is


A) lebesque integral

B) ordinary integral

C) Riemann stieltges

D) none of these

Correct Answer:
A) lebesque integral


Part of solved Real Analysis questions and answers : >> Elementary Mathematics >> Real Analysis








Comments

No comments available




Similar Questions
1). If a surface is developable then its Gaussian curvature is
A). zero
B). non zero
C). constant
D). none of these
-- View Answer
2). The set of all real numbers is
A). countable
B). uncountable
C). measurable
D). none of these
-- View Answer
3). \(Z^{+} \times Z^{+}\) is
A). countable
B). uncountable
C). bounded
D). none of these
-- View Answer
4). Every open covering of a set A has a finite I subcovering if A is
A). closed and bounded
B). closed only
C). bounded only
D). none of these
-- View Answer
5). Uniform continuity implies continuity, The converse is true if it is
A). covering
B). connected
C). compact
D). none of these
-- View Answer


6). The set Q is a
A). countable set
B). uncountable set
C). bounded set
D). none of these
-- View Answer
7). Every subset of a countable sets is
A). countable
B). uncountable
C). bonnded
D). none of these
-- View Answer
8). The union of any collection of open sets is
A). closed
B). open
C). bounded
D). unbdunded
-- View Answer
9). Intersection of finite collection of open sets is
A). open
B). closed
C). bounded
D). none of these
-- View Answer
10). A set s id closed \(\Leftrightarrow\)
A). \(\overline{s}=s\)
B). \(s\ne s\)
C). \(s < s\)
D). \(s>s\)
-- View Answer