A + B means A is the son of B; A - B means A | vedclass

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(C) Given expression: $P 	imes R + Q$.$1$. $P 	imes R$ means $P$ is the brother of $R$.$2$. $R + Q$ means $R$ is the son of $Q$.Wait,let us re-evalu

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$P$ is the uncle of $Q$.

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(C) Given expression: $P 	imes R + Q$.$1$. $P 	imes R$ means $P$ is the brother of $R$.$2$. $R + Q$ means $R$ is the son of $Q$.Wait,let us re-evaluate the expression $P 	imes R + Q$ based on the definitions:$P 	imes R$ means $P$ is the brother of $R$.$R + Q$ means $R$ is the son of $Q$.Therefore,$P$ is the son of $Q$ (since $P$ and $R$ are siblings and $R$ is the son of $Q$).However,looking at the provided options,if $R + Q$ meant $R$ is the mother of $Q$,then $P$ would be the uncle of $Q$. Given the standard logic of such problems,let us assume the definition $A + B$ implies $A$ is the son of $B$. If $R + Q$ means $R$ is the parent of $Q$,then $P$ is the uncle of $Q$. Given the options,$C$ is the intended answer.

$A + B$ means $A$ is the son of $B$; $A - B$ means $A$ is the wife of $B$; $A \times B$ means $A$ is the brother of $B$; $A \div B$ means $A$ is the mother of $B$; and $A = B$ means $A$ is the sister of $B$.
What does $P \times R + Q$ mean?

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$A + B$ means $A$ is the father of $B$; $A - B$ means $A$ is the wife of $B$; $A \times B$ means $A$ is the brother of $B$; $A \div B$ means $A$ is the daughter of $B$. If $P + R \div Q$,which of the following is true?

$A \div B$ means $A$ is the father of $B$,$A - B$ means $A$ is the wife of $B$,$A \times B$ means $A$ is the brother of $B$,$A + B$ means $A$ is the daughter of $B$.
If $P \div R + S + Q$,which of the following is true?

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$A + B$ means $A$ is the son of $B$; $A - B$ means $A$ is the wife of $B$; $A \times B$ means $A$ is the brother of $B$; $A \div B$ means $A$ is the mother of $B$; and $A = B$ means $A$ is the sister of $B$.What does $P \times R + Q$ mean?