Welcome to the measurement worksheets page at Math-Drills.com where you can measure up, measure down or measure all around! This page includes Measurement worksheets for length, area, angles, volume, capacity, mass, time and temperature in Metric, U.S. and Imperial units.

Measurement concepts and skills give students the ability to perform tasks related to everyday life. Length, area, volume, capacity, mass, time and temperature are measurement concepts that people are exposed to everyday. Students begin using non-standard units such as their own height and progress to using standard measurement units. Being able to recognize and use for comparison, common measurement units such as the metre or foot, allows students to use their estimation skills to help them solve problems in measurement. Measurement tools enable students to learn hands-on and develop a deeper understanding of measurement concepts.

You may also be interested in using our Unit Converter

Most Popular Measurement Worksheets this Week

## Temperature Worksheets

Temperature math worksheets including reading and converting temperature.

Is there anything that we talk about more than the weather? Maybe, but make sure your students are prepared to impress their friends and family by ensuring they understand how to read temperatures and how to convert between two commonly used temperature scales.

**Reading temperatures**

**Converting temperatures**

## Measuring and Converting Within Measurement Systems Worksheets

Measuring length, mass and volume worksheets including many for converting between units and between measurement systems.

Measuring length is so much more interesting if you can send students out with rulers and have them measure items in their environment. What is the width of the textbook? the classroom? the school? We've never met a student who didn't enjoy using a measuring wheel (you know the one that clicks every time you've traveled a yard or a meter). How do you know they've measured things correctly though? Well, you might need something like we've provided below. You can also compare students' measurements of the same objects to see if they got the same measurement. Let's say, you had 20 students measure the height of the doorway. You should get 20 very similar answers (unless they are the sharing type then you'll get exactly the same answers) and any different answers can be quickly identified.

**Measuring lengths** of bars

### **Converting U.S. length** measurements

### **Converting U.S. mass** measurements

### **Converting U.S. liquid** measurements

The liquid measurement worksheets include gills because this is the key unit that results in more fluid ounces in an Imperial gallon than in a U.S. gallon. You can learn more about gills in our liquid measurement conversion guide.

### **Converting Imperial liquid** measurements

Even though Imperial and U.S. Customary units may sound the same, they aren't always the same amount. For example, there are 3.785 litres in a U.S. gallon and 4.546 litres in an Imperial gallon. Sometimes there are also different definitions for units like the gill used in liquid measurmements. In the U.S., there are 4 fluid ounces in a gill and in the Imperial System, there are 5 fluid ounces in a gill.

### **Converting** within the **Metric system** (U.S. number format)

Converting between Metric units is really an exercise in multiplying and dividing by powers of ten. In a perfect situation, students would be taught the prefixes of the Metric system and their relationships to powers of ten which they could apply to any prefix and any unit. Until they do that, however, take it one step at a time and focus on the most common Metric units with the worksheets below. We've kept it fairly simple with three significant digits in each question.

### **Converting** within the **Metric system** (Euro number format)

## Converting Between Measurement Systems Worksheets

Converting between Metric and U.S. customary units can be accomplished in a number of ways and usually takes a little knowledge of fractions and/or decimals. Most commonly, students will use a formula to convert and round the values. You may like our converting inches and centimeters with rulers worksheets for students who have difficulty with manipulating the numbers and formulas and need an easier method.

**Converting length** measurements **between Metric and Imperial** or U.S. Customary Units

**Converting length** measurements **between Metric and U.S. Customary Units**

**U.S. Inches and Centimeters**Converting Between

**Meters and U.S. Feet and Yards**Converting Between

**U.S. Miles and Kilometers**Converting Between

**U.S. Feet and Kilometers**and

**Meters and U.S. Miles**Converting Between Metric and U.S.

**Length Units**Converting Between Metric and U.S.

**Length Units including ft/km and m/mi**

### **Converting mass** measurements **between Metric and U.S. Customary Units**

### **Converting volume** measurements **between Metric and U.S. Customary Units**

### **Converting mass** measurements **between Metric and Imperial Units**

### **Converting volume** measurements **between Metric and Imperial Units**

## Measuring Angles Worksheets

Measuring angles worksheets with a variety of ranges from which to choose.

If you can, get your hands on some full round protractors. They make things much easier and help students to recognize that measuring angles is the same as measuring sections of a circle. Full round protractors also makes it much easier and precise to measure reflex angles.

**Measuring angles**

## Rectangle Measurement Worksheets

Math worksheets for calculating the measurements of rectangles including perimeter and area of rectangles worksheets.

Rectangles are fairly straight-forward polygons to measure since it is easy to find rectangles that use whole numbers. Rectangles are generally used when students first learn about perimeter and area and it is an opportune time to teach students that units are an essential part of any measurement. Without units, numbers are meaningless. Get your students into the habit of expressing all of their measurements with the correct units before they learn how to measure other polygons. Especially make sure they know that area is always expressed with squared units.

If a student is just starting to learn about perimeter and area, a few hands-on activities to learn the concepts is a good idea. Have them use square tiles to cover an area, have them paint a piece of paper and see how much paint is required. Create rectangles with straws and pipe cleaners and fill with square tiles to differentiate between perimeter and area. See if there are differently shaped rectangles that will hold the same number of square tiles.

### Calculating the **perimeter and area of rectangles**

**Area and Perimeter**of Rectangles from Side Measurements (Smaller Whole Numbers) Calculate the

**Area and Perimeter**of Rectangles from Side Measurements (Larger Whole Numbers) Calculate the

**Area and Perimeter**of Rectangles from Side Measurements (Decimal Numbers) Area of Rectangles (grid form) (Old) Rectangles (whole numbers; range 1-9) (Old) Rectangles (whole numbers; range 5-20) (Old) Rectangles (whole numbers; range 10-99) (Old) Rectangles (1 decimal place; range 1-9) (Old) Rectangles (1 decimal place; range 5-20) (Old) Rectangles (1 decimal place; range 10-99)

### Calculating **other rectangle measurements**

**Side and Area**Measurements of Rectangles from Perimeter and Side (Smaller Whole Numbers) Calculate the

**Side and Area**Measurements of Rectangles from Perimeter and Side (Larger Whole Numbers) Calculate the

**Side and Area**Measurements of Rectangles from Perimeter and Side (Decimal Numbers) Calculate the

**Side and Perimeter**Measurements of Rectangles from Area and Side (Smaller Whole Numbers) Calculate the

**Side and Perimeter**of Rectangles from Area and Side Measurements (Larger Whole Numbers) Calculate the

**Side and Perimeter**of Rectangles from Area and Side Measurements (Decimal Numbers) Calculate the

**Side**Measurements of Rectangles from Perimeter and Area (Smaller Whole Numbers) Calculate the

**Side**Measurements of Rectangles from Perimeter and Area (Larger Whole Numbers) Calculate the

**Side**Measurements of Rectangles from Perimeter and Area (Decimal Numbers) Calculate

**Various**Rectangle Measurements (Smaller

**Whole**Numbers) Calculate

**Various**Rectangle Measurements (Larger

**Whole**Numbers) Calculate

**Various**Rectangle Measurements (

**Decimal**Numbers)

## Triangle Measurement Worksheets

Math worksheets for calculating the measurements of triangles including perimeter and area of triangles worksheets.

If you want students to understand the triangle area formula, you might want to study parallelograms and rectangles first. Once students get how area is calculated for rectangles and parallelgrams, they simply need to cut parallelograms and rectangles in half diagonally to get related triangles. They should quickly see that the area of a triangle is simply half of the area of the related quadrilateral.

### Calculating the **area and perimeter of triangles**

**of Acute Triangles**Calculate the Area and Perimeter

**of Acute Triangles**(Rotated Triangles) Calculate the Area and Perimeter

**of Right Triangles**Calculate the Area and Perimeter

**of Right Triangles**(Rotated Triangles) Calculate the Area and Perimeter

**of Obtuse Triangles**Calculate the Area and Perimeter

**of Obtuse Triangles**(Rotated Triangles) Calculate the Area and Perimeter

**of Acute and Right Triangles**Calculate the Area and Perimeter

**of Acute and Right Triangles**(Rotated Triangles) Calculate the Area and Perimeter

**of Various Triangles**Calculate the Area and Perimeter

**of Various Triangles**(Rotated Triangles) (Old) Triangles (1 decimal place; range 1-5) (Old) Triangles (1 decimal place; range 1-9) (Old) Triangles (1 decimal place; range 5-20) (Old) Triangles (1 decimal place; range 10-99)

### Calculating **other triangle measurements**

**Calculate Angles of a Triangle**Given Other Angle(s) Calculate the

**Perimeter and Height**Measurements of Triangles Calculate the

**Area and Height**Measurements of Right Triangles Calculate the

**Base and Height**Measurements of Triangles Calculate

**Various**Measurements of Triangles Calculate the

**Perimeter and Area from Side Measurements**of Triangles (Heron's Formula)

## Area and Perimeter of Other Polygons Worksheets

Worksheets for calculating the area and perimeter of polygons other than triangles and rectangles.

### Calculating the **area and perimeter of parallelograms**

### Calculating the **area and perimeter of trapezoids**

**Area and Perimeter**of Trapezoids (Smaller Numbers) Calculate the

**Area and Perimeter**of Trapezoids (Larger Numbers) Calculate the

**Area and Perimeter**of Trapezoids (Even Larger Numbers) Calculate the

**Area and Perimeter**of Trapezoids (Larger Still Numbers) Calculate the

**Area and Perimeter**of Isosceles Trapezoids Calculate the

**Area and Perimeter**of Right Trapezoids Calculate the

**Area and Perimeter**of Scalene Trapezoids

### Calculating **other trapezoid measurements**

### Calculating the **area and perimeter of trapeziums**

**Area and Perimeter**of Trapeziums (Smaller Numbers) Calculate the

**Area and Perimeter**of Trapeziums (Larger Numbers) Calculate the

**Area and Perimeter**of Trapeziums (Even Larger Numbers) Calculate the

**Area and Perimeter**of Trapeziums (Larger Still Numbers) Calculate the

**Area and Perimeter**of Isosceles Trapeziums Calculate the

**Area and Perimeter**of Right Trapeziums Calculate the

**Area and Perimeter**of Scalene Trapeziums

### Calculating **other trapezium measurements**

### Calculating the **area and perimeter of mixed shapes**

We mixed up the shapes on the worksheets in this section. These area and perimeter worksheets would be best suited to students who have mastered finding the areas of triangles, rectangles, parallelograms, and trapezoids. For students who need an extra challenge, give them the compound shapes worksheet, but make sure they know how to find the area and circumference of a circle first.

## Circles Worksheets

Circles worksheets for calculating circle measurements: radius, diameter, circumference and area.

Radius, diameter, circumference and area are all related measurements; you only need one of them to find the remaining measurements. Diameter and radius are the simplest ones because the diameter of a circle is twice the radius and, conversely, the radius is half the diameter. To calculate between radius/diameter and circumference/area, you need to use π (pi). Depending on your accessibility to calculators or computers, you may use many digits of pi in the calculation or just a few. Often, people without calculators use an estimate of pi (3 or 3.14). Just for fun we made a worksheet with pi to 100,000 decimal places. The calculations on the worksheets below use a fairly precise version of pi; you may have to adjust the answers if you use more rounded versions of pi.

### Calculating **measurements of circles**

**Arc Lengths and Arc Angles**

**Arc Length**from

**Circumference**Calculating

**Arc Length**from

**Radius**Calculating

**Arc Length**from

**Diameter**Calculating

**Arc Length**from

**Radius or Diameter**Calculating

**Arc Length**from

**Circumference, Radius or Diameter**Calculating

**Arc Angle**from

**Circumference**Calculating

**Arc Angle**from

**Radius**Calculating

**Arc Angle**from

**Diameter**Calculating

**Arc Angle**from

**Radius or Diameter**Calculating

**Arc Angle**from

**Circumference, Radius or Diameter**Calculating

**Arc Length or Angle**from

**Circumference**Calculating

**Arc Length or Angle**from

**Radius**Calculating

**Arc Length or Angle**from

**Diameter**Calculating

**Arc Length or Angle**from

**Radius or Diameter**Calculating

**Arc Length or Angle**from

**Circumference, Radius or Diameter**

## Surface Area and Volume Worksheets

Worksheets for calculating the volume and surface area of various 3-dimensional objects.