The following activity sheets will give your students practice working with different Metric measurement units.

Converting from one unit to the other usually requires moving a decimal point. If you recall the meaning prefixes, you can convert within the metric system relatively easily; simply by multiplying and dividing the number by looking at the prefix. For instance, you must convert 25.67 kg to the gram. Now, k is the prefix which weans 1000. So, you only have to multiply 25.67 by 1000 and you have the value in grams. 25.67 x 1000 = 26.570 grams. Now, if you want to go vice versa, you can simply divide the value by 1000.

Most of the world uses the metric system as their standard units of measurement. The United States follows an older system of measurement referred to as the Imperial system of measurement. The Imperial system comes from the British Empire dating back to the sixteenth century. Because there are basically two completely different standards of measure it is often difficult to properly communicate data between cultures. In this section of website we will provide you with lessons and worksheets that can help you convert measures to their metric value. Your students will use these worksheets to practice working with different Metric measurement units. These worksheets explain how to convert between units (Metric/Metric and Metric/Imperial), estimate the proper units to use, calculate fractional units, etc.



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Converting Metric Units of Measurement Worksheets

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Converting Metric Units Lesson

Convert the given measurements to the unit that corresponds to the underlined digit.

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Lesson and Practice

Which unit corresponds to the underline digit? According to the metric system: 1000 m = 1 km (kilometer) represents thousands. 100 m = 1 hm (hectometer) represents hundreds. 10 m = 1 dam (decameter) represents tens. 1 m = base (meter) represents ones.

Worksheet

Write the digits for each measuring unit into the table. Fill the rest with zeros.

Practice

Students will practice converting between metric units of volume and length. Ten problems are provided.

Drill

Convert the given measurements to the unit that corresponds to the underlined digit.

Warm Up

Students will work on this skill in a mass size setting. Three problems are provided.

Measure Length in Millimeters, Centimeters, and Meters Lesson

This worksheet explains the concept of length units in millimeters, centimeters, and meters. A sample problem is solved, and two practice problems are provided.

Worksheet

Students will convert measures of length into millimeters, centimeters, and meters. Ten problems are provided.

Practice

Students will practice measuring length in millimeters, centimeters, and meters. Ten problems are provided.

Review and Practice

The concept of how to play with all types of different metric measures and mix between them. A sample problem is solved. Six practice problems are provided.

Quiz

Students will demonstrate their proficiency with this quiz. Ten problems are provided.

Check

Convert each length to centimeters. Three problems are provided, and space is included for students to copy the correct answer when given.

Convert Metric Length Lesson

This worksheet explains how to convert between units of metric length. A sample problem is solved.

Lesson and Practice

Students will be shown how to change the following measures to millimeters (mm).

Worksheet

Students will convert from one unit of metric length to another as indicated. Ten problems are provided.

Practice

Students will practice converting between various types of units. Ten problems are provided.

Drill

Students will practice their conversion skills so more. Eight problems are provided.

Warm Up

Students will show their skill in converting between units of metric length. Three problems are provided.

Measuring in Metric System Lesson

This worksheet explains how to change between units using the metric system. A sample problem is solved.

Lesson and Practice

Find total volume of containers with volumes: 2.1 L, 3.16 L, 413 mL, 110 mL and 8 dL. To find total volume of given values we need to use same units. For this, we will change these units into any one common unit. Here we are taking liter (L) as the common unit.

Worksheet

The measurements are all mixed up. Organize them in ascending order in the table.

Practice

Students will practice measuring using the metric system. Ten problems are provided.

Drill

Round these measurements into reasonable ones.

Warm Up

Find total weight/volume of: 1 Books that weigh 1.1 kg, 1.23 kg, 417 g and 114 g.

Metric/English Conversions and Rates Lesson

This worksheet explains metric and English conversions and rates. A sample problem is solved, and two practice problems are provided.

Worksheet

Example problem: A cold medication indicates that an adult should take a 3 fluid ounce per dose. An adult patient has a small medicine cup labeled in milliliters. How many milliliters should he take for a correct dosage.

Practice

Example exercise: Ann is recovering from surgery. The doctor told her to lift no more than 25 pounds for the next 1 week. How many maximum ounces can Anna lift.

Review

If Danny drives one mile in 50 seconds, what is his speed in km/sec?

Practice

Example: 70 feet of wire is needed for a connection. A 100 feet roll of wire is to be used. How much wire is left over.

Quiz

Caroline is recovering from surgery. The doctor told her to lift no more than 35 pounds for the next 1 week. How many maximum ounces can Caroline lift.

Check

Dave ran a distance of 10 km in 1 hour. Calculate his speed in miles per hour.

Metric System and Length Lesson

This worksheet explains how to use the correct metric prefixes 'cm', 'km', 'mm' and 'm'. A sample problem is solved.

Lesson and Practice

Students will use the correct metric prefixes. A sample problem is solved and two practice problems are provided.

Worksheet

Fill in the blanks, using the units 'cm', 'km', 'mm' and 'm'.

Practice

Students will practice using the correct metric prefixes. Ten problems are provided.

Drill

Help the problem make sense by completing the blanks. Eight problems are provided.

Warm Up

Students will determine the appropriate unit of metric measurement. Three problems are provided.

Metric System Prefixes Lesson

Here 7 is at thousandth place which represents the value 0.001. According to the given table: 0.001 represents the prefix 'milli'. So, 0.007 = 7 millimeter or 7 mm.

Lesson and Practice

Change kilometers to meters.

Worksheet

Write using correct units with prefixes.

Practice

Change into the basic unit (either meter, liter or gram).

Drill

Fill in the missing entries from this table.

Warm Up

Change from basic unit to the given unit.

The Metric Systems Lesson

Write the amount in meters by 'translating' the prefixes to a fraction and then a decimal.

Lesson and Practice

Write the amount in liters or grams by 'translating' the prefixes to a fraction and then a decimal.

Metric Worksheet

Students will rewrite metric prefixes to fractions and then to decimals. Ten problems are provided.

Metric System Practice

Students will practice translating metric prefixes to fractions and then to decimals. Ten problems are provided.

Drill

Students will rewrite metric prefixes to match the values that are presented to them. Eight problems are provided.

Skill Warm Up

You will determine just the perfect metric prefix. Three problems are provided.

Unit Conversions Kilo, Milli, Centi Lesson

This worksheet explains how to convert between kilometers, millimeters, and centimeters. A sample problem is solved, and two practice problems are provided.

Worksheet

Complete the following unit conversions.

Practice

Students will practice converting measures between kilometers, millimeters, and centimeters. Ten problems are provided.

Review and Practice

The concept of how to convert between kilometers, millimeters, and centimeters is reviewed. A sample problem is solved. Six practice problems are provided.

Quiz

Students will demonstrate their proficiency with this skill. Ten problems are provided.

Topic Check

See how well you process these problems. Three problems are provided, and space is included for students to copy the correct answer when given.

Weight in Metric Units Lesson

Fill in the table. Here, we are given kilogram and gram units. Remember, 1 kg = 1,000 g. So, 5 kg = 5,000 g.

Lesson and Practice

Four packages weigh 300 g, 350 g, 4 kg 100 g and 2 kg 300 g. What is the total weight of the packages?

Worksheet

Students will convert a given metric unit of weight to another as indicated. Ten problems are provided.

Practice

Students will fill in the missing units across this fun table. Ten problems are provided.

Drill

Edwin bought 4 bottles of mineral water each of a different weight. The weights are 1 kg, 1.5 kg, 500 g and 2 kg. What is the total weight (in grams) of all the bottles together?

Warm Up

Get this skill going for yourself. Three problems are provided.

Metric Units and Symbols Worksheet

Provide the missing symbol for each of the named measures on this sheet. Then use the symbols to fill in the blanks in the sentences numbered 1-20.

Worksheet

The metric system uses the base ten system, this means it displays magnitudes by using various prefixes to indicate multiples of 10. A vital skill is being able to convert these values quickly from one unit to another.

Using Conversion Factors to Convert Units Worksheet

A useful way of converting from one unit to another involves using a conversion factor. A conversion factor is a fraction of where the numerator and denominator are equal, but expressed in different units.