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Percents Greater Than 100 and Less Than 1 (Entrepreneurship Themed) Math Worksheets

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Percents Greater Than 100 and Less Than 1 (Entrepreneurship Themed) Worksheets

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Who are these worksheets for?

This pack is suitable for learners aged 10-12 years old or 6th to 7th graders (USA). The content covers fact files and relevant basic and advanced activities involving percents greater than 100 and less than 1.

What is Entrepreneurship?

Entrepreneurship means starting your own business and finding smart ways to grow it. We’ll use real business challenges to learn how tiny percents (like less than 1%) and big ones (more than 100%) help entrepreneurs make important decisions.

What is Percents Greater Than 100 and Less Than 1?

Percents greater than 100 show more than the whole, while percents less than 1 show a tiny part of something.

Percents Greater Than 100 and Less Than 1 (Entrepreneurship Themed) Math Worksheets

This is a fantastic bundle that includes everything you need to know about Percents Greater Than 100 and Less Than 1 across 21 in-depth pages. These are ready-to-use Common core aligned Grade 6-7 Math worksheets.

Each ready to use worksheet collection includes 10 activities and an answer guide. Not teaching common core standards? Don’t worry! All our worksheets are completely editable so can be tailored for your curriculum and target audience.

Resource Examples

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Worksheets Activities Included

Age 10-11 (Basic) 6th Grade

  • Startup Stats
  • Label Logic
  • Business Budget
  • Auditing Errors
  • Shelf Sort

Age 11-12 (Advanced) 7th Grade

  • Profit Pitches
  • Tiny Troubles
  • Percent Pulse
  • Returning Rates
  • Mad Ads

Frequently Asked Questions

Can a percent be greater than 100%?

Yes. A percent greater than 100% means more than one whole.
Examples:
125%=1.25125\% = 1.25150%=1.5150\% = 1.5This means the amount is larger than the original whole.
Example:
If sales increased from 100 items to 150 items, the new amount is:
150%150\%

Can a percent be less than 1%?

Yes. Percents less than 1% represent very small amounts.
Examples:
0.5%=0.0050.5\% = 0.0050.1%=0.0010.1\% = 0.001These small percents are often used in:
Interest rates
Scientific measurements
Probability
Statistics

How do you convert these percents into decimals?

Divide the percent by 100.
Examples:
250%=250100=2.5250\% = \frac{250}{100} = 2.50.8%=0.8100=0.0080.8\% = \frac{0.8}{100} = 0.008Moving the decimal point two places left changes a percent into a decimal.