 # How to Convert Feet to Meters

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There are several reasons why you would wish to convert feet to meters, such as when expressing your height to a European acquaintance or while completing a school project. There are several online metric conversion tools, however this article will teach you how to do it yourself fast and efficiently. In most cases, all you need to know is that 1 meter Equals 3.28 feet, so just divide a foot measurement by 3.28 to obtain the same length in meters. Continue reading below the jump for additional information, including techniques for getting your findings in the correct units while displaying your work.

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Contents

## Method 1 : Quickly Converting from Feet to Meters

1. Take a foot measurement. This step is straightforward: just use a tape measure, ruler, yardstick, or other measuring equipment to calculate the length in feet that you wish to measure. In many cases, such as homework, you will already know the length in feet that you need to convert or will be provided this information. You don’t need to measure anything in these circumstances since you may utilize the measurement you’ve been provided.

2. Divide or multiply your measurement by a conversion factor. Because a meter is 3.28 feet long, divide your length (in feet) by 3.28 to convert to meters. Because there are 0.3048 meters in a foot, you may also multiply your measurement in feet by 0.3048 to obtain the same result.

• For example, suppose we wish to know our height in meters. We would divide 6/3.28 = 1.83 meters if we were precisely 6 feet tall. It is worth noting that 6 0.3048 yields the same result.
• Remember to indicate your updated answer in meters.
• To make mental math simpler, round your conversion factors to 3.3, 0.3, etc. for quick, on-the-fly computations. However, employ care since these preliminary figures will result in errors in your findings.
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3. Remember to account for inch dimensions. In the actual world, distances are often expressed as a mix of feet and inches rather than as a whole number foot value (1 foot, 2 feet, 3 feet, etc). (20 feet and 11 inches, etc.). When converting a distance in feet and inches to meters, just divide the number of inches supplied by 12 to obtain the corresponding number of feet (for fewer that 12 inches, this number will be less than 1.) Then add this to your foot value and convert to meters as usual.

• Assume we wish to convert our height to meters but aren’t 6 feet tall this time. Instead, we stand 5 feet 10 inches tall. We would address the problem as follows:
• 10 / 12 = .84
• 5 + .84 = 5.84 feet total
• 5.84 / 3.28 = 1.78 meters
• You may also account for inches by dividing the value of your foot by a fraction. Because there are 12 inches in one foot, 5 feet and 10 inches may be thought of as 5 10/12 feet. To produce one neat fraction, multiply 5 by the denominator (12) and add it to the numerator (10):
• 5 10/12
• ((5 × 12) + 10) / 12 = 70/12 feet.
• Note that 70/12 = 5.84 – the same value as obtained above. So 70/12 × 0.3048 = 1.78 meters as well.
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## Method 2: Showing Your Work in Unit Conversion Problems

1. Make a conversion formula. Because the conversion factor between feet and meters is not well-known, you are frequently not permitted to convert straight from feet to meters in “show your work” challenges. To acquire an answer, build up a unit-conversion equation that employs the well-known conversions between inches and centimeters and centimeters and meters. Set up a conversion system as indicated below, keeping the value for feet blank for the time being:

• Every unit conversion you make on the route from feet to meters should be accounted for in your conversion calculation. It should also have one of each kind of unit appear once in the numerator and once in the denominator, with the exception of meters, which should only occur once in the numerator.

2. Ensure that your units cancel. If you put up your equation as explained above, all of your units (excluding meters) should cancel. Remember that if a unit occurs in both the numerator and the denominator of a fraction (or in the numerator and denominator of two fractions being multiplied), it may be eliminated.

• A useful approach to remember this is to imagine the fraction line as representing “per.” That is, “per” in “12 inches per 1 foot,” “2.54 cm per 1 in,” and “1 meter per 100 cm.” When you conceive of the conversion equation in this manner, it’s simple to understand how and why the units cancel out – you’re just taking an initial number in feet and converting it to inches, then centimeters, and ultimately meters.
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3. Enter your value for feet and then solve. Fill in your value for feet at the start of the calculation. Then, using a calculator, complete the stated calculations to get the final result, which will be in meters.

• Assume we need to convert 20 feet to meters. We would address the problem as follows:
• 20 ft × (12 in/1 ft) × (2.54 cm/1 in) × (1 m/100 cm)
• = 240 in × (2.54 cm/1 in) × (1 m/100 cm)
• = 609.6 cm × (1 m/100 cm)
• = 6.096 m.

## How many meters makes 1ft?

How many meters in a foot 1 foot is equal to 0.3048 meters, which is the conversion factor from feet to meters.

## Which is bigger meter or feet?

A meter is equal to approximately 3.28084 feet.

## How do I calculate meters?

Multiply the length and width together.
Once both measurements are converted into meters, multiply them together to get the measurement of the area in square meters. Use a calculator if necessary. For example: 2.35m x 1.08m = 2.538 square meters (m2).

## How many cm means 1 meter?

100 centimeters equal to 1 meter or one centimeter equal to one-hundredth (i.e. 1/100 th) of meter.