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Question
- the sum of a number (n) and 14 is 72.
which equation shows this relationship?
- 14 + n = 72
- 72n = 14
- 14 - n = 72
- 72 + n = 14
Translate the verbal statement into algebraic terms
$$
\text{"The sum of a number } (n) \text{ and } 14\text{"} \implies n + 14 \text{ or } 14 + n
$$
Translate the relation verb into an algebraic operator
$$
\text{"is } 72\text{"} \implies = 72
$$
Combine terms to form the final equation
$$
14 + n = 72
$$
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- (A) \(14 + n = 72\) (Correct answer)
- (B) \(72n = 14\)
- (C) \(14 - n = 72\)
- (D) \(72 + n = 14\)