retagged by
407 views
1 votes
1 votes

Which of the following statements is TRUE about $Q =$ $\{ \;C \;,\;\{ L \}\; \}$ ?

  1.     $L\in Q$
  2.     $\left \{ L\right \}\in Q$
  3.     $\left \{ L\right \}\subseteqq Q$
  4.     $\left \{ C, L \right \}$ $\in$ Powerset of$\left ( Q \right )$
retagged by

1 Answer

Best answer
2 votes
2 votes

The correct statement is that C and {L } are members of set Q.

 { C, {L}} will be present in power set of Q (2{Q}).

 { {L} } is ⊆ Q.

selected by
Answer:

Related questions

440
views
1 answers
0 votes
Bikram asked Feb 9, 2017
440 views
The cardinality of a multi-set with the letters $’MALAYALAM’$ is _____.
393
views
1 answers
5 votes
Bikram asked Feb 9, 2017
393 views
Let $A$ be the set of non-zero integers.Let $R$ be the relation on $K × K$ defined as $\left ( a,b \right )$$R$ $\left ( c,d \right )$ if $ad = bc$.The relation $K$ is...
701
views
1 answers
7 votes
Bikram asked Feb 9, 2017
701 views
The maximum length of cycles in a digraph of partial order on $G$ having $p$ elements is _______: $p$ $p^{-1}$ $1$ $2^{p}$
330
views
1 answers
2 votes
Bikram asked Feb 9, 2017
330 views
Consider a set of numbers $X =$ $\left \{ 1, 2, 3, 4, 5, 6, 7, 8 \right \}$.Take every distinct two element subsets of ‘$X$’ and write down the number that is greater...