1. The teachers at a middle school voted for one of two locations for the school party. There were 30 votes for the skating rink and 13 votes for the bowling alley. What is the ratio of the number of votes for skating to the number of votes for bowling?

(A) [tex]$\frac{30}{43}$[/tex]

(B) [tex]$\frac{13}{43}$[/tex]

(C) [tex]$\frac{13}{30}$[/tex]

(D) [tex]$\frac{30}{13}$[/tex]

Question

05-08-2024
Mathematics

Answered

1. The teachers at a middle school voted for one of two locations for the school party. There were 30 votes for the skating rink and 13 votes for the bowling alley. What is the ratio of the number of votes for skating to the number of votes for bowling?

(A) [tex]$\frac{30}{43}$[/tex]

(B) [tex]$\frac{13}{43}$[/tex]

(C) [tex]$\frac{13}{30}$[/tex]

(D) [tex]$\frac{30}{13}$[/tex]

Answer :

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GinnyAnswer GinnyAnswer · Answer 1 · 2024-08-05T15:27:48-04:00

To find the ratio of the number of votes for skating to the number of votes for bowling, follow these steps:

1. Identify the number of votes for each option.
- Votes for skating: 30
- Votes for bowling: 13

2. Set up the ratio of the number of votes for skating to the number of votes for bowling.
- Ratio = [tex]$\frac{\text{Votes for skating}}{\text{Votes for bowling}}$[/tex]

3. Substitute the numbers into the ratio.
- Ratio = [tex]$\frac{30}{13}$[/tex]

Thus, the ratio of the number of votes for skating to the number of votes for bowling is [tex]$\frac{30}{13}$[/tex].

Therefore, the correct answer is:
(D) [tex]$\frac{30}{13}$[/tex]