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(B) Given relations:$A + B \implies A$ is the daughter of $B$.$A 	imes B \implies A$ is the son of $B$.$A - B \implies A$ is the wife of $B$.Analyzin

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Grandmother

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(B) Given relations:$A + B \implies A$ is the daughter of $B$.$A 	imes B \implies A$ is the son of $B$.$A - B \implies A$ is the wife of $B$.Analyzing the expression $Z 	imes T - S 	imes U + P$:$1$. $Z 	imes T$: $Z$ is the son of $T$.$2$. $T - S$: $T$ is the wife of $S$. Since $Z$ is the son of $T$,$Z$ is also the son of $S$.$3$. $S 	imes U$: $S$ is the son of $U$.$4$. $U + P$: $U$ is the parent (mother) of $P$ (though $P$ is irrelevant to the relation between $U$ and $Z$).From the above,$Z$ is the son of $S$,and $S$ is the son of $U$. Therefore,$U$ is the grandparent of $Z$. Since the gender of $U$ is not specified (only that $U$ is a parent of $S$),$U$ could be the grandfather or grandmother. However,looking at the options provided,'Grandmother' is the most suitable choice.

$A + B$ means $A$ is the daughter of $B$; $A \times B$ means $A$ is the son of $B$; and $A - B$ means $A$ is the wife of $B$. If $Z \times T - S \times U + P$,what is $U$ to $Z$?

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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 $P - R + Q$,which of the following statements is true?

$A + B$ 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 $P - R \times Q$,which of the following is true?

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