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What is Length Conversion?

Comparing imperial and metric measurement systems
Comparing imperial and metric measurement systems

Length conversion means changing a measurement from one unit to another. In this lesson, we're learning how to convert between feet (used in the imperial system) and meters (used in the metric system).

Why do we need to convert? Different countries use different measurement systems. Most countries use meters and centimeters, while the United States primarily uses feet and inches. Scientists also use metric measurements for consistency.

One foot equals 0.3048 meters. To convert feet to meters, we multiply the number of feet by 0.3048. Understanding this relationship helps us compare measurements and solve real-world problems.

How to Convert Feet to Meters

Converting feet to meters is simple once you remember the conversion factor:

Conversion Formula

meters = feet × 0.3048

To convert any measurement in feet to meters, multiply the number of feet by 0.3048.

Let's practice with an example:

Example: Convert 10 feet to meters
Step 1: Start with the measurement in feet → 10 ft
Step 2: Multiply by 0.3048 → 10 × 0.3048
Step 3: Calculate the result → 3.048 meters

So 10 feet equals 3.048 meters. Easy, right?

Feet to Meters Conversion Charts

Conversion charts help us quickly find equivalent measurements without calculating each time. Here are two useful charts for converting feet to meters:

Feet to Meters Height Conversion Chart

Feet (ft) Meters (m)
1 ft0.30 m
2 ft0.61 m
3 ft0.91 m
4 ft1.22 m
5 ft1.52 m
6 ft1.83 m
7 ft2.13 m
8 ft2.44 m
9 ft2.74 m
10 ft3.05 m

Common Object Conversion Chart

Object Feet Meters
Door height7 ft2.13 m
Basketball hoop10 ft3.05 m
Classroom length30 ft9.14 m
Swimming pool75 ft22.86 m
Soccer field width225 ft68.58 m

Real-World Examples

Common objects measured in both systems
Common objects measured in both systems

Let's practice conversion with some real-world examples:

Example 1: A standard doorway is 7 feet tall. How tall is it in meters?
Solution: 7 × 0.3048 = 2.1336 meters (about 2.13 m)

Example 2: A basketball hoop is 10 feet high. What is this height in meters?
Solution: 10 × 0.3048 = 3.048 meters (about 3.05 m)

Example 3: A classroom is 25 feet long. Convert this length to meters.
Solution: 25 × 0.3048 = 7.62 meters

Example 4: A bookshelf is 1.8 meters tall. How many feet is this?
Solution: To convert meters to feet, divide by 0.3048: 1.8 ÷ 0.3048 ≈ 5.9 feet

Practice converting measurements you see around you - your height, the length of your room, or the height of objects in your classroom!

Conversion Practice Quiz

Test your conversion skills with this 5-question quiz. Choose the correct answer for each question.

1. How many meters are in 6 feet?
2. Convert 15 feet to meters.
3. If a room is 5 meters long, how long is it in feet?
4. Which measurement system uses meters?
5. What is the conversion factor for feet to meters?

Frequently Asked Questions

Here are answers to common questions about feet and meters conversion:

Measurement Trivia

Discover interesting facts about measurement systems:

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