An algorithmic database maps family connections using the following symbolic notation:
$A + B$ signifies that $A$ is the brother of $B$ .
$A - B$ signifies that $A$ is the sister of $B$ .
$A \times B$ signifies that $A$ is the father of $B$ .
$A \div B$ signifies that $A$ is the mother of $B$ .
Given the relational data sequence: $C \times D - E \times F + G$
Based strictly on this sequence, which of the following statements must be true?

Question

An algorithmic database maps family connections using the following symbolic notation:

$A + B$ signifies that $A$ is the brother of $B$ .
$A - B$ signifies that $A$ is the sister of $B$ .
$A \times B$ signifies that $A$ is the father of $B$ .
$A \div B$ signifies that $A$ is the mother of $B$ .

Given the relational data sequence: $C \times D - E \times F + G$

Based strictly on this sequence, which of the following statements must be true?

Accepted Answer

$C$ is the paternal grandfather of $G$.

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