Solve Ratio Problem: Jackson's Votes in Mayor Election Explained

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In summary, Jackson received 3,696 votes out of a total of 12,320 votes. The remaining 70% (8,624 votes) was split between Morris and Victor, with Morris receiving 3/8 (3,234 votes) and Victor receiving 5/8 (5,390 votes). To find the fraction of votes that Morris received compared to Jackson, we can divide the combined votes for Jackson and Morris (6,930) by the fraction of votes that Jackson received (8/15). This gives us a fraction of 3/5, meaning for every 7 votes for Morris, there were 3 votes for Jackson.
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ScrewedIre
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Here's the question: Last year there were three candidates who ran for mayor, Morris, Jackson, and Victor. Out of a total of 12,320 votes, Jackson received 30% of the votes. If for ever 3 votes for Morris there were 5 votes for Victor, how many votes for Jackson were there for every 7 votes for Morris?
 
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Jackson got 30% of the votes, which is 3,696 votes. This means that together, Morris and Victor got the remaining 70%, which is 8,624 votes. Morris got 3/8 of these (3,234 votes), while Victor got 5/8 (5,390) votes.

Now, the combined votes for Jackson and Morris is 6,930. Jackson got 8/15 of these votes, so what fraction did Morris get?
 

FAQ: Solve Ratio Problem: Jackson's Votes in Mayor Election Explained

What is a ratio problem?

A ratio problem is a mathematical problem that involves comparing two quantities using a fraction or a ratio. It can be used to solve real-life problems involving proportions and relationships between different values.

Why do I need help with ratio problems?

Ratio problems can be challenging to solve, especially if you are not familiar with the concept. Seeking help can provide you with different strategies and techniques to solve the problem effectively.

How do I solve a ratio problem?

The first step to solving a ratio problem is to identify the given quantities and write them in the form of a fraction or ratio. Then, use cross-multiplication or equivalent ratios to find the missing value. Finally, simplify the fraction if needed.

Can I use a calculator to solve ratio problems?

Yes, you can use a calculator to solve ratio problems. However, it is important to understand the concept and know when to use a calculator to avoid errors.

Are there any common mistakes to avoid when solving ratio problems?

One common mistake to avoid is not setting up the ratios correctly. It is important to write the quantities in the correct order to ensure accurate calculations. Additionally, always double-check your answer and make sure it makes sense in the context of the problem.

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