1. The problem asks to write algebraic expressions for given verbal phrases. 2. For "Sum of q and x": The sum means addition, so the expression is $q + x$. 3. For "Be product of 10 and y": The product means multiplication, so the expression is $10 \times y$ or simply $10y$. 4. For "Times t minus 2": This phrase is ambiguous, but assuming it means "t multiplied by (something) minus 2", if it means "t times (some number) minus 2", the expression is $t - 2$ if times is a verb or $t \times (\text{something}) - 2$ if more context is given. Since no number is given, we take it as $t - 2$. 5. For "Increase y by n": Increasing y by n means adding n to y, so the expression is $y + n$. 6. For "Take away 2 from r": Taking away 2 from r means subtracting 2 from r, so the expression is $r - 2$. Final expressions: 1) $q + x$ 2) $10y$ 3) $t - 2$ 4) $y + n$ 5) $r - 2$