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Name: ___Packet Due Date: ___InClass WorkbookRatios and Proportional Relationships: Unit 6 Part 1: Unit Rate Conversions How does solving problems with equivalent ratios relate to algebra? StandardDescription7.RP.A.3Useproportional
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How to fill out ratios and proportional relationships

01
Understand the relationship between ratios and proportional relationships.
02
Identify the two quantities being compared in the ratio.
03
Write the ratio in the form of a fraction.
04
Simplify the fraction if necessary.
05
To solve proportional relationships, set up a proportion equation with two ratios and solve for the missing value.

Who needs ratios and proportional relationships?

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Students studying mathematics, particularly in the fields of algebra and geometry, need to understand ratios and proportional relationships.
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Professionals in finance and business also use ratios and proportional relationships to analyze data and make informed decisions.
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Ratios and proportional relationships refer to the comparison between two quantities or numbers that are related in size.
Anyone who needs to analyze or describe relationships between quantities and numbers may need to file ratios and proportional relationships.
To fill out ratios and proportional relationships, one must compare quantities or numbers in relation to each other and express the relationship as a ratio or proportion.
The purpose of ratios and proportional relationships is to understand the connection between different quantities or numbers and to make comparisons in a meaningful way.
The information reported on ratios and proportional relationships typically includes the quantities or numbers being compared, the ratio or proportion between them, and any relevant context.
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