Understanding Percents: Greater than 100 and Less than One

The video tutorial explains how to express percents greater than 100 and less than one as fractions and decimals. It provides examples, such as converting 140% and 0.5% into fractions and decimals, and offers practice problems for further understanding. The tutorial emphasizes the importance of understanding place value and conversion strategies.

What is the first step in converting 140% to a fraction?

• Convert to a mixed number

• Multiply by 10

• Divide by 100

• Subtract 40

How is 1/12% expressed as a decimal?

• 0.5

• 0.05

• 0.005

• 0.0005

What is the decimal equivalent of 150%?

• 1.5

• 0.15

• 15

• 0.015

What is the fraction form of 3/10%?

• 3/100

• 3/1000

• 30/100

• 30/1000

How do you convert 325% to a mixed number?

• 3 and 25/10

• 3 and 1/4

• 3 and 25/100

• 3 and 5/20

What is the decimal representation of 2%?

• 0.02

• 0.002

• 0.2

• 2.0

What is the final fraction form of 2% after simplification?

• 1/50

• 1/5

• 1/500

• 1/20

Why is 140% considered greater than 1?

• Because it is a fraction

• Because it is less than 100%

• Because it is equal to 100%

• Because it is more than 100%

What is the difference between a half and a half of a percent?

• A half is 0.05, a half of a percent is 0.005

• A half is 0.05, a half of a percent is 0.5

• A half is 0.5, a half of a percent is 0.005

• A half is 0.5, a half of a percent is 0.05

What is the purpose of multiplying 0.5 over 100 by 10?

• To convert to a percentage

• To eliminate the decimal

• To increase the numerator

• To reduce the fraction