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Answer :
To solve the problem, we need to understand what the phrase "the sum of 24 and 3" means. The word "sum" indicates that we need to add the two numbers, 24 and 3, together.
Let's analyze each option to find the correct expression:
A. [tex]\(3 \div 24\)[/tex] - This represents dividing 3 by 24, not adding them.
B. [tex]\(3 \cdot 24\)[/tex] - This represents multiplying 3 by 24, not adding them.
C. [tex]\(24 \div 3\)[/tex] - This represents dividing 24 by 3, not adding them.
D. [tex]\(24 + 3\)[/tex] - This represents adding 24 and 3, which matches the phrase "the sum of 24 and 3."
E. [tex]\(24 - 3\)[/tex] - This represents subtracting 3 from 24, not adding them.
F. [tex]\(3 - 24\)[/tex] - This represents subtracting 24 from 3, not adding them.
Based on this analysis, the correct expression is option D: [tex]\(24 + 3\)[/tex].
When you add 24 and 3, the sum is 27. Therefore, the expression [tex]\(24 + 3\)[/tex] correctly represents "the sum of 24 and 3," leading us to the answer that it equals 27.
Let's analyze each option to find the correct expression:
A. [tex]\(3 \div 24\)[/tex] - This represents dividing 3 by 24, not adding them.
B. [tex]\(3 \cdot 24\)[/tex] - This represents multiplying 3 by 24, not adding them.
C. [tex]\(24 \div 3\)[/tex] - This represents dividing 24 by 3, not adding them.
D. [tex]\(24 + 3\)[/tex] - This represents adding 24 and 3, which matches the phrase "the sum of 24 and 3."
E. [tex]\(24 - 3\)[/tex] - This represents subtracting 3 from 24, not adding them.
F. [tex]\(3 - 24\)[/tex] - This represents subtracting 24 from 3, not adding them.
Based on this analysis, the correct expression is option D: [tex]\(24 + 3\)[/tex].
When you add 24 and 3, the sum is 27. Therefore, the expression [tex]\(24 + 3\)[/tex] correctly represents "the sum of 24 and 3," leading us to the answer that it equals 27.
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