Learning Checklist

  • Converting Decimals to Percentages
  • Converting Percentages to Decimals

Converting Decimals to Percentages

A decimal is a number that contains a dot (point) between two numbers.

The dot is used to separate a whole part from a fractional part.

The part that lies to the left side of the decimal is the  whole part.

The part that lies to the right side of the decimal is the fractional part.

for example,

2.43 contains 2 wholes and 43 hundredths.

Method #1: D2F2P Method

We convert the given decimal into a fraction, and then the fraction into a percentage.

The example cards are used to gain a better understanding.

Method #2: Multiplier Method

Let’s understand the Multiplier method.

We multiply the given decimal number by 100.

For example,

2.34

2.34 x 100 = 234.00 = 234%

Remember: When a decimal multiplies by 100, the point shifts 2 steps right.

The example cards are used to gain a better understanding. 

Converting Percentages to Decimals

A percentage is a part out of 100.

To convert a percentage into a decimal, we follow the steps given below.

  • Write a percentage as a fraction.
  • Move a decimal 2 steps left.
The example cards are used to gain a better understanding. 

Test Your Understanding

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Related Topics

Learning Checklist

  • Understanding Whole as a Percentage
  • Representing wholes 
  • finding percentage of a part of a whole
  • Finding the percentage of a missing part

Understanding Whole as a Percentage

A whole is 100%. 

Whole cake=100%.

Let’s understand different representation of wholes.

Finding the percentage of missing part

A whole is 100%.

If a whole is divided into many unequal parts, sum of all the parts is 100%.

 

Let's learn through visuals.

Test Your Understanding

[forminator_quiz id="23131"]

Want to practice More!

Download our MeandMath Practice app!

Olympiad Level Questions

Printable Worksheets

Practice Quiz(download meandmath practice app)

Still Stuck!

Book a free demo class & clear your doubts!

Related Topics

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