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Given:
Universal Set
U=3,4,9,10
Subset
B=4,9,10
What is the complement of Set B in Set U?

{3}

{3,4,9}

{3,4,9,10}

{4,9,10}

Given: $\newline$ Universal Set $\mathrm{U}=3,4,9,10$ $\newline$ Subset $B=4,9,10$ $\newline$ What is the complement of Set B in Set U? $\newline$ $\{3\}$ $\newline$ $\{3,4,9\}$ $\newline$ $\{3,4,9,10\}$ $\newline$ $\{4,9,10\}$

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Convert between repeating decimals and fractions

Full solution

Q. Given:

\newline

Universal Set

\mathrm{U}=3,4,9,10

\newline

Subset

B=4,9,10

\newline

What is the complement of Set B in Set U?

\newline

\{3\}

\newline

\{3,4,9\}

\newline

\{3,4,9,10\}

\newline

\{4,9,10\}

Identify Complement: To find the complement of Set $B$ in Set $U$ , we list out the elements in $U$ that are not in $B$ .
List Elements: $U = \{3, 4, 9, 10\}$ and $B = \{4, 9, 10\}$ . The elements in $U$ that are not in $B$ is just $\{3\}$ .
Determine Complement: So, the complement of Set $B$ in Set $U$ is \{ $3$ \}.

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