Understanding Percentages: Ordering and Comparison

The video tutorial teaches how to compare and order percentages by examining whole numbers first. It includes three problems: ordering percentages from greatest to least, and two problems ordering from least to greatest. The tutorial emphasizes comparing whole numbers first and then decimals if necessary. It concludes with advice to practice more problems.

What is the first step in comparing percentages?

• Convert percentages to fractions

• Compare the decimal parts

• Add all percentages together

• Compare the whole numbers

Which of the following is the greatest percentage?

• 8.8%

• 0.41%

• 11%

• 4.5%

Which percentage is greater: 8.8% or 0.41%?

• Cannot be determined

• They are equal

• 0.41%

• 8.8%

What is the correct order from greatest to least for the percentages: 11%, 8.8%, 0.41%?

• 11%, 8.8%, 0.41%

• 0.41%, 8.8%, 11%

• 11%, 0.41%, 8.8%

• 8.8%, 11%, 0.41%

In the example given, which percentage is the smallest?

• 3.4%

• 0.67%

• 36%

• 5%

Which percentage is the largest in the set: 3.4%, 0.67%, 36%?

• All are equal

• 36%

• 0.67%

• 3.4%

What is the correct order from least to greatest for the percentages: 22%, 4.3%, 7.1%?

• 4.3%, 7.1%, 22%

• 7.1%, 4.3%, 22%

• 4.3%, 22%, 7.1%

• 22%, 7.1%, 4.3%

In the example, which percentage is greater: 7.1% or 4.3%?

• 4.3%

• They are equal

• Cannot be determined

• 7.1%

When comparing percentages, if the whole numbers are the same, what should you compare next?

• The denominators

• The fractions

• The numerators

• The decimal parts

What should you do if two percentages have the same whole number part?

• Compare the decimal parts

• Convert them to fractions

• Add them together

• Ignore the decimal parts