Free SAT Ratios & Rates Mock

Master Ratios & Rates: Stop Cross-Multiplication Errors Once and For All! Take a quick SAT practice test on Ratios & Rates to level up your skills, tackle tougher problems, and discover your strengths.
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Try out these Ratios & Rates practice questions

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Ratios and Rates

Ratios and Rates

1.

A fruit juice has 30% sugar while another juice has 18% sugar content. If Maria requires 22% sugar, and she mixes x liters and y liters respectively of the two juices, what is the equation using x and y which corresponds to the above?

2.

The cost of 75 chocolates and 45 toffees is $12. At the same rate, what would be the price of 100 chocolates and 60 toffees?

3.

In a coastal town, the ratio of tourists to local residents during the peak summer months is approximately 1.5:2.4. If there are 12,000 local residents, approximately how many tourists visit the town?

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How to solve questions from Ratios & Rates?

Cross-Multiplication Method

Use cross-multiplication to solve proportion equations when given two equal ratios.

Unit Conversion Strategy

Set up conversion factors as fractions to cancel unwanted units systematically.

Rate Formula Application

Apply distance = rate × time and similar rate formulas to solve real-world scenarios.

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Why Ratios & Rates matter for SAT?

EdisonOS conducted a detailed Bluebook analysis to help tutors design SAT tests mirroring official Bluebook test challenges. Findings show PSDA occupies the smallest portion of SAT Math, averaging 12 questions. Ratios & Rates shares 1-2 questions making this skill important in PSDA domain study plan.

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Avoid These Common Mistakes In Ratios & Rates!

1

Ratio Setup Error

Students frequently set up ratios incorrectly by mixing up the order of corresponding terms

2

Unit Confusion Issues

Students often forget to convert units or mix different units within the same calculation

3

Cross-Multiplication Mistakes

Students make algebraic errors when cross-multiplying, especially with complex fractions or decimals

4

Rate Formula Misapplication

Students confuse which variable to solve for or incorrectly substitute values into rate formulas

5

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