## Introductory Algebra for College Students (7th Edition)

False The true statement would read: If $7x = 21$, then $x = 21 \div 7$.
This statement is false. To solve for $x$, we divide each side by $7$ to get: $x = 21 \div 7$ The statement should actually say: If $7x = 21$, then $x = 21 \div 7$.