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Mathematics
Let R be a relation on the set N, defined by (x, y): 2x - y = 10 , then R is
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Q. Let $R$ be a relation on the set $N$, defined by { $ (x, y): 2x - y = 10 $ }, then $ R $ is
AMU
AMU 2012
Relations and Functions - Part 2
A
reflexive
11%
B
symmetric
9%
C
transitive
28%
D
None of these
52%
Solution:
Given, $\{(x, y): 2 x-y=10\}$
Reflexive, $x R x \Leftrightarrow 2 x-x=10$
$\Rightarrow x=10$
$\Rightarrow y=10 $
$\therefore $ Point $(10,10) \in N $
Hence, $R$ is reflexive.