# Measuring with Decimetres

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2 2 Measuring with Millimetres Use millimetres to measure with precision. You will need a ruler marked in millimetres. 1. Give an estimate in millimetres. Then measure the object to check your estimate. a) the thickness of a penny estimate: measure: b) the greatest distance across a penny estimate: measure: 1 mm 1 mm A millimetre is a unit of measurement that is shorter than a centimetre. 10 mm 1 cm 10 mm 1 mm or 1 cm The space between the small markings is 1 mm. The space from 20 mm to 0 mm is 10 mm, or 1 cm. Smaller units allow you to measure more precisely. c) the width of your baby finger estimate: measure: d) the thickness of a shelf estimate: measure: 2. Look at this line. a) Estimate how many millimetres you would have to add to make the line 1 dm long. b) Measure to check your estimate. How close were you?. The length of a fork is about 2 dm. a) What is its length in centimetres? b) What is its length in millimetres? 20 cm 200 mm 2 Answers Chapter 5: Measuring Length and Time Copyright 200 Nelson

3 Record Measures Using Multiple Units Measure and record using a combination of units. You will need a ruler marked in millimetres. 1. Which measurement is more precise? a) m or m 7 cm b) 10 mm or 10 cm m 7 cm 10 mm 2. Complete. a) 26 cm 2 m 6 cm b) mm cm mm c) 165 mm 16 cm 5 mm Measurements sometimes include 2 units. Large units use smaller numbers and are easier to picture. Using smaller units makes the measurement more precise. It is important to state the units when measuring. Without units, the numbers have no meaning. This line is 26 mm or 2 cm 6 mm d) m 16 cm 16 cm e) 7 cm mm 7 mm f) 17 cm mm 17 mm. Use a ruler to draw each line. a) 1 cm b) cm mm c) 7 mm. Complete. a) 1 mm cm 1 mm b) 7 mm cm 7 mm c) 2500 m 2 km 500 m d) 5 cm dm 5 cm Copyright 200 Nelson Answers Chapter 5: Measuring Length and Time

4 Solve Problems by Drawing Diagrams Use diagrams to solve problems. You will need a ruler. 1. Alyssa lives 2 km north of Ben. Kara lives 1 km south of Ben. How far apart do Alyssa and Kara live? 1 km 2. Ming is flying a kite. At first the kite flies 12 m above him. Then he lets out more string and the kite goes up another m. The wind dies down and the kite sinks 5 m. As the wind picks up, the kite goes 7 m higher. How many metres above Ming is the kite now? A diagram helps when solving some problems. On a hiking trail, a sign says Lookout A is 2 km west and Lookout B is 500 m east. What is the distance from the sign to Lookout A, then to Lookout B, and back to the sign? 2 km 2 km 500 m 500 m km 1000 m km 1 km 5 km 17 m. Ethan walked blocks north, 2 blocks west, 5 blocks south, blocks east, and 2 blocks north. How many blocks is Ethan from his starting point? Is he north, south, east, or west of his starting point? 1 block east Answers Chapter 5: Measuring Length and Time Copyright 200 Nelson

5 5 Perimeter of Rectangles Use the length and width of a rectangle to find its perimeter. You will need a metric ruler. 1. a) Use the given length and width to find the perimeter of the rectangle. 12 cm 2 cm The perimeter of a shape is the distance around the shape. The perimeter of this rectangle is m 5 m m 5 m 16 m. 5 m cm m m b) Measure the distance around the rectangle to check. 12 cm 2. Calculate the perimeter of each rectangle. a) 1 cm long and 12 cm wide 52 cm b) 20 m long and m wide 5 cm c) 56 cm long and 1 cm wide 1 cm 5 m Because opposite sides are the same length, you can add 2 adjacent sides (a length and a width) and double the sum to find the perimeter. The perimeter of this rectangle is double ( m 6 m) double (10 m) 20 m 6 m m. a) A rectangle is 7 cm wide and cm long. What is its perimeter? 2 cm b) What happens to the perimeter of the rectangle if the length increases by 2 cm? What is the new perimeter? The perimeter increases by cm to 6 cm. Copyright 200 Nelson Answers Chapter 5: Measuring Length and Time 5

7 7 Time in Minutes Find out how long an event takes. 1. Lata went to her friend s house to play on a Saturday afternoon. The clocks show the time when she left and when she returned home. a) What time did she leave? b) What time did she return? c) How long was she away? 17 minutes, or 17 minutes 2. How long does each event take? a) walking to school 27 minutes b) watching a movie or 5 minutes 1:10 p.m. :27 p.m. hours 1 hour 5 minutes, This clock shows when Alex arrived at his grandmother s house This clock shows when Alex left his grandmother s house He was at his grandmother s for 1 hour 25 minutes, or 5 minutes From 1:25 to 2:25 is 1 hour, or 60 minutes. From 2:25 to 2:50 is 25 minutes. So the total time was 1 hour 25 minutes, or 5 minutes.. Bill is playing soccer in his backyard with friends. They start the game at :05 and play for 5 minutes. Bill needs to be in the house by 5:00. Will he make it? Explain. Yes, he will finish at :50, so he will have time to get from his backyard into the house. Copyright 200 Nelson Answers Chapter 5: Measuring Length and Time 7

8 Test Yourself You will need a ruler marked in millimetres. Circle the correct answer. 1. Which object is shorter than a decimetre? A. a metre stick B. an eraser C. a newspaper D. a person 2. Use a ruler. How many millimetres are between 0 mm and 70 mm? E. 0 mm F. mm G. 00 mm H. 7 mm. What does 2 cm equal? A. m 2 cm B. 00 m 2 cm C. m 2 cm D. 2 m cm. 2 friends walk 0 m from the parking lot to the beginning of a km hiking trail. They realize that they left their water bottles in the car. They go back to get their water bottles, then walk the trail, and return to the car. How far do they walk in total? E. km 0 m F. km 0 m G. km 120 m H. km 160 m 5. What is the perimeter of this rectangle? A. 10 cm C. 2 cm B. 1 cm D. 7 cm 5 cm 2 cm 6. What year is 1 century after 2006? E F. 006 G H Jesse and Dan went for a canoe ride. How long were they gone? start end A. hours minutes C. hours 57 minutes B. hours 2 minutes D. 2 hours 57 minutes Answers Chapter 5: Measuring Length and Time Copyright 200 Nelson

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