# Using Properties to Convert Traditional and Metric Units

Here, you will learn how to use properties to convert traditional and metric units.

This step-by-step guide teaches you how to convert traditional and metric units by using properties.

**A step-by-step guide to using properties to convert traditional and metric units**

Converting traditional and metric units can be done using properties, which are mathematical rules that allow you to change the units of a measurement while keeping the same value.

Here is a step-by-step guide to using properties to convert traditional and metric units:

- Identify the starting unit and the desired unit of the measurement. For example, you may want to convert 12 inches to feet.
- Find the conversion factor between the starting and desired units. In the example above, the conversion factor between inches and feet is 1 foot = 12 inches.
- Determine the appropriate property to use for the conversion. If you are converting from a larger unit to a smaller unit, use multiplication. If you are converting from a smaller unit to a larger unit, use division.
- Use the appropriate property to convert the measurement. To convert 12 inches to feet, divide 12 by 12 inches/foot, or multiply 12 by 1 foot/12 inches. The result is 1 foot, which is the equivalent of 12 inches.
- Check your work and simplify, if necessary. Make sure that the units of the answer are correct and simplified, if possible.

With these steps, you can convert traditional and metric units using properties. Practice with different examples to get more comfortable with unit conversions.

**Using Properties to Convert Traditional and Metric Units – Example 1**

Write proportion to convert 27 inches to yards.**Solution:****Step 1: **Write a unit rate that expresses the relation between inch and per yard. \(\frac{1 yd}{36 in}\)

Step 2: Write the rate with the numbers in the problem. \(\frac{1 yd}{36 in}\)=\(\frac{? yd}{27 in}\)**Step 3: **Utilize this proportion to convert. Divide 27 by 36.

\(\frac{1 yd}{36 in}\)=\(\frac{0.75 yd}{27 in}\)

**Using Properties to Convert Traditional and Metric Units – Example 2**

Write the proportion to convert 8 gallons to quarts.

Step 1: Write a unit rate that expresses the relation between inch and per yard. \(\frac{1 gal}{4 qt}\)

Step 2: Write the rate with the numbers in the problem. \(\frac{1 gal}{4 qt}=\frac{8 gal}{? qt}\)**Step 3:** Utilize this proportion to convert. Multiply 8 by 4.

\(\frac{1 gal}{4 qt}=\frac{8 gal}{32 qt}\)

## Related to This Article

### More math articles

- Top 10 Tips to Overcome CLEP College Algebra Anxiety
- Who is the Greatest Mathematician of all time?
- 4th Grade Common Core Math Worksheets: FREE & Printable
- Geometry in Action: Crafting the Circumscribed Circle of a Triangle
- Intelligent Math Puzzle – Challenge 93
- How to Finding Mean, Median, Mode, and Range: Interpreting Charts
- Coordinate Planes as Maps
- Word Problems Involving Rates and Ratios
- How to Use Exponents to Write down Multiplication Expressions?
- Top 10 SIFT Math Practice Questions

## What people say about "Using Properties to Convert Traditional and Metric Units - Effortless Math: We Help Students Learn to LOVE Mathematics"?

No one replied yet.