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Day 5 converting fractions

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This document discusses what a percent is and how to calculate it. It explains that a percent means out of 100, and provides examples like a penny being 1% of a dollar since a dollar breaks down into 100 pennies. It also gives two methods for finding the percent of a quantity: dividing the numerator by the denominator when breaking something into 100 parts, or dividing the denominator into the numerator.

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Day 5 converting fractions
Create a drawing to show how to divide the candy bars evenly between the students who are in
WHAT IS A PERCENT? THE WORD PERCENT COMES FROM THE WORDS PER CENT, MEANING OUT OF 100
A penny is of a dollar because a dollar bre down into 100 pennies. $1.00 = 100 x .01 or 1%
TWO WAYS WE CAN FIND THE PERCENT OF A FRACTIONS WHENEVER WE BREAK SOMETHING INTO 100 PARTS, YOU GET 1% OF THE WHOLE Step 1. 50 100 =.50 = 50% Step 2. 25 x .5 = 50
DIVIDE THE DENOMINATOR INTO THE NUMERATOR 25 50 = .50 .

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Day 5 converting fractions

  • 2. Create a drawing to show how to divide the candy bars evenly between the students who are in
  • 3. WHAT IS A PERCENT? THE WORD PERCENT COMES FROM THE WORDS PER CENT, MEANING OUT OF 100
  • 4. A penny is of a dollar because a dollar bre down into 100 pennies. $1.00 = 100 x .01 or 1%
  • 5. TWO WAYS WE CAN FIND THE PERCENT OF A FRACTIONS WHENEVER WE BREAK SOMETHING INTO 100 PARTS, YOU GET 1% OF THE WHOLE Step 1. 50 100 =.50 = 50% Step 2. 25 x .5 = 50
  • 6. DIVIDE THE DENOMINATOR INTO THE NUMERATOR 25 50 = .50 .

Editor's Notes

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