A class of 40 students voted on where to go for a school trip. 16 voted for The Science Park and the rest voted for Maths World. How many votes did each place get?
Understand the Problem
The question is asking for the distribution of votes between two locations, The Science Park and Maths World, from a total of 40 students who voted. The solution will involve calculating how many students voted for each place based on the given information.
Answer
The Science Park received 16 votes and Maths World received 24 votes.
Answer for screen readers
The Science Park received 16 votes and Maths World received 24 votes.
Steps to Solve
- Identify the votes for The Science Park
From the problem statement, we know that 16 students voted for The Science Park.
- Calculate votes for Maths World
Since there are a total of 40 students who voted, we can find the number of votes for Maths World by subtracting the votes for The Science Park from the total votes.
$$ \text{Votes for Maths World} = \text{Total Votes} - \text{Votes for The Science Park} $$
Substituting in the known values:
$$ \text{Votes for Maths World} = 40 - 16 $$
- Perform the subtraction
Calculating the above expression:
$$ \text{Votes for Maths World} = 40 - 16 = 24 $$
The Science Park received 16 votes and Maths World received 24 votes.
More Information
This distribution shows how students preferred one location over the other, with a majority favoring Maths World. Such voting scenarios can be common in school decisions and help in understanding group preferences.
Tips
- Not subtracting correctly: Always double-check the subtraction to ensure accuracy.
- Misunderstanding the total votes: Remember the total is fixed and should account for all students.
AI-generated content may contain errors. Please verify critical information
