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Answer Key Name Unit: Linear Relationships Student Handout 4Date Pd proportional relationships A relationship between two quantities is proportional if the ratio constant between the two quantities
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How to fill out ratios ampamp proportional relationshipscommon

01
To fill out ratios and proportional relationships, follow these steps:
02
Identify the two quantities that are being compared in the ratio.
03
Write the ratio as a fraction with the first quantity as the numerator and the second quantity as the denominator.
04
Simplify the ratio, if possible, by dividing both the numerator and denominator by their greatest common factor.
05
If you need to find an equivalent ratio, multiply or divide both the numerator and denominator by the same number.
06
To solve proportion problems, set up a proportion with two ratios and an unknown value, then cross-multiply and solve for the unknown.

Who needs ratios ampamp proportional relationshipscommon?

01
Ratios and proportional relationships are commonly needed by students studying mathematics, especially in topics such as algebra and geometry.
02
They are also important for anyone working with financial calculations, such as determining percentages, interest rates, or exchange rates.
03
Additionally, professionals in fields such as engineering, construction, and cooking often use ratios and proportional relationships to calculate measurements, mix ingredients, or scale designs.
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Ratios & proportional relationships commonly involve comparing two quantities by division.
Anyone working with mathematical relationships and comparisons may need to use ratios and proportional relationships.
To fill out ratios and proportional relationships, identify the quantities to be compared, then determine the relationship between them.
The purpose of ratios and proportional relationships is to understand the relative sizes or quantities between two different objects or quantities.
The information reported on ratios and proportional relationships commonly includes the quantities being compared, the ratio or proportion between them, and any calculations or reasoning behind the comparison.
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