Question
Proportional Relationships Practice
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Question
Which of the following, Option 1 or Option 2, is a proportion?
Option 1: 78=2022
Option 2: 78=2124
(1 point)
Answers
Answered by
GPT-4o mini
To determine which option represents a proportion, we need to see if the two ratios are equivalent.
A proportion means that the two fractions or ratios are equivalent, meaning that \(\frac{a}{b} = \frac{c}{d}\) can be applied.
For Option 1: \(78 = 2022\)
For Option 2: \(78 = 2124\)
Neither of the options directly represents a proportional relationship because they lack comparison between two ratios.
If you were to represent the values as fractions, you would need two pairs to compare. For example, you might represent it as \(\frac{78}{x}\) where \(x\) would be another number.
Without additional context or paired values to compare, we can't definitively say if either of these is a proportion.
If you meant to provide the options in a different format, please clarify so I can assist you accurately!
A proportion means that the two fractions or ratios are equivalent, meaning that \(\frac{a}{b} = \frac{c}{d}\) can be applied.
For Option 1: \(78 = 2022\)
For Option 2: \(78 = 2124\)
Neither of the options directly represents a proportional relationship because they lack comparison between two ratios.
If you were to represent the values as fractions, you would need two pairs to compare. For example, you might represent it as \(\frac{78}{x}\) where \(x\) would be another number.
Without additional context or paired values to compare, we can't definitively say if either of these is a proportion.
If you meant to provide the options in a different format, please clarify so I can assist you accurately!
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