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Place Value and Problem Solving with
Units of Measure
Topic C: Rounding to the Nearest Ten and
Hundred
Module 2: Lesson 12
Objective: Round two-digit measurements to the
nearest ten on the vertical number line.
Fluency Practice (9 minutes)
Rename the Tens (4 minutes)
Materials: Personal White Boards (S)
9 tens =______
Say the number that 9 tens equals.
Continue with the following possible sequence:
10 tens, 12 tens, 17 tens, 27 tens, 37 tens, 87 tens,
84 tens, and 79 tens.
Fluency Practice (cont.)
Halfway on the Number Line (5 minutes)
20 (2 tens)
What number is halfway between
1 ten and 2 tens?
Come write it on the vertical number line.
Repeat the process with ends labeled 30 and 40,
10 ( 1 ten)
Fluency Practice (cont.)
Halfway on the Number Line (5 minutes)
• Draw a vertical number line on your personal boards.
Make tick marks at each end and one at the halfway
point.
Label the ends with 2 tens
and 3 tens and label the
halfway point.
Continue with 90 and 100.
Concept Development (20 minutes)
(Draw a beaker with a capacity of 100 mL, and show it holding
73 milliliters of water.)
This beaker has 73 milliliters of water in it. Show the amount on
a vertical number line. First, draw a vertical number line, like in
today’s fluency practice, with tick marks for endpoints and a
halfway point.
How many tens are in 73? Write the answer on the lowest tick
mark.
Concept Development
(20 minutes)
70 = 7 tens
What is 1 more ten than 7 tens?
Write the answer to the right of the top tick mark.
Which number is halfway between 7 tens and 8 tens?
Write the answer to the right of the halfway point.
Concept Development
(20 minutes)
Let’s plot 73 on the number line.
80 = 8 tens What unit are we plotting? Milliliters!
Say “Stop!” when my finger points to
where it should be.
75 = 7 tens 5 ones
Plot and label 73 = 7 tens 3 ones
70 = 7 tens
Concept Development
(20 minutes)
Now that we know where 73 milliliters is, we
can round the measurement to the nearest 10
milliliters.
Look at your vertical number line. Is 73
milliliters more than halfway or less than
halfway between 70 milliliters and 80 milliliters?
Tell your partner how you know.
Concept Development
(20 minutes)
That’s right! 73 milliliters is less than halfway
between 70 and 80 milliliters, because 3 is less
than 5, and 5 marks halfway.
73 is 7 away from 80, but only 3 away from 70.
73 milliliters rounded to the nearest ten is 70
milliliters. Another way to say it is that 73
milliliters is about 70 milliliters. About means
that 70 milliliters is not the exact amount.
Concept Development
(20 minutes)
Continue with the following possible sequence:
61 centimeters, 38 minutes, and 25 grams.
The vertical number line can be used even
though the units have changed!
Remember this rule: round numbers that
end in 5 up to the next ten.
Problem Set (21 minutes)
Materials: 4 bags of rice (premeasured at four
different weights within 100g), 4 containers of
water (premeasured with four different liquid
volumes within 100 mL), ruler, meter stick,
blank paper, new pencil, digital scale measuring
grams, 100-mL beaker, demonstration clock,
classroom wall clock
Problem Set (cont.)
Description:
• Students move through different stations to
measure using centimeters, grams, milliliters, and
minutes as units.
• They round each measurement to the nearest
ten.
• Students use the ruler, a clock, a beaker, or a
drawn vertical number line as tools for rounding
to the nearest ten.
Problem Set (cont.)
Directions:
• Work with a partner and move through the
following stations to complete the Problem Set.
• Measure, and then round each measurement to
the nearest ten.
Station 1: Measure and round metric length using
centimeters.
Station 2: Measure and round weight using grams.
Problem Set (cont.)
Station 3: Measure and round liquid volume
using milliliters.
Station 4: Record the exact time you start
working at the first station, then the time you
finish working at Stations 1, 2, and 3. Then
round each time to the nearest 10 minutes.
(Note: Students update the data for this station
at Stations 1-3.)
Debrief (10 minutes)
Discuss new vocabulary from today’s lesson:
round and about.
How did you round numbers
that were the same as the
halfway point?
Exit Ticket
(3 minutes)
This is where you are going to show
that you understand what we learned today!
Are you ready for the next lesson?!
Homework
3-2 Lesson 12
Homework
Is Due Tomorrow!

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Math module 2 lesson 12

  • 1. Place Value and Problem Solving with Units of Measure Topic C: Rounding to the Nearest Ten and Hundred Module 2: Lesson 12 Objective: Round two-digit measurements to the nearest ten on the vertical number line.
  • 2. Fluency Practice (9 minutes) Rename the Tens (4 minutes) Materials: Personal White Boards (S) 9 tens =______ Say the number that 9 tens equals. Continue with the following possible sequence: 10 tens, 12 tens, 17 tens, 27 tens, 37 tens, 87 tens, 84 tens, and 79 tens.
  • 3. Fluency Practice (cont.) Halfway on the Number Line (5 minutes) 20 (2 tens) What number is halfway between 1 ten and 2 tens? Come write it on the vertical number line. Repeat the process with ends labeled 30 and 40, 10 ( 1 ten)
  • 4. Fluency Practice (cont.) Halfway on the Number Line (5 minutes) • Draw a vertical number line on your personal boards. Make tick marks at each end and one at the halfway point. Label the ends with 2 tens and 3 tens and label the halfway point. Continue with 90 and 100.
  • 5. Concept Development (20 minutes) (Draw a beaker with a capacity of 100 mL, and show it holding 73 milliliters of water.) This beaker has 73 milliliters of water in it. Show the amount on a vertical number line. First, draw a vertical number line, like in today’s fluency practice, with tick marks for endpoints and a halfway point. How many tens are in 73? Write the answer on the lowest tick mark.
  • 6. Concept Development (20 minutes) 70 = 7 tens What is 1 more ten than 7 tens? Write the answer to the right of the top tick mark. Which number is halfway between 7 tens and 8 tens? Write the answer to the right of the halfway point.
  • 7. Concept Development (20 minutes) Let’s plot 73 on the number line. 80 = 8 tens What unit are we plotting? Milliliters! Say “Stop!” when my finger points to where it should be. 75 = 7 tens 5 ones Plot and label 73 = 7 tens 3 ones 70 = 7 tens
  • 8. Concept Development (20 minutes) Now that we know where 73 milliliters is, we can round the measurement to the nearest 10 milliliters. Look at your vertical number line. Is 73 milliliters more than halfway or less than halfway between 70 milliliters and 80 milliliters? Tell your partner how you know.
  • 9. Concept Development (20 minutes) That’s right! 73 milliliters is less than halfway between 70 and 80 milliliters, because 3 is less than 5, and 5 marks halfway. 73 is 7 away from 80, but only 3 away from 70. 73 milliliters rounded to the nearest ten is 70 milliliters. Another way to say it is that 73 milliliters is about 70 milliliters. About means that 70 milliliters is not the exact amount.
  • 10. Concept Development (20 minutes) Continue with the following possible sequence: 61 centimeters, 38 minutes, and 25 grams. The vertical number line can be used even though the units have changed! Remember this rule: round numbers that end in 5 up to the next ten.
  • 11. Problem Set (21 minutes) Materials: 4 bags of rice (premeasured at four different weights within 100g), 4 containers of water (premeasured with four different liquid volumes within 100 mL), ruler, meter stick, blank paper, new pencil, digital scale measuring grams, 100-mL beaker, demonstration clock, classroom wall clock
  • 12. Problem Set (cont.) Description: • Students move through different stations to measure using centimeters, grams, milliliters, and minutes as units. • They round each measurement to the nearest ten. • Students use the ruler, a clock, a beaker, or a drawn vertical number line as tools for rounding to the nearest ten.
  • 13. Problem Set (cont.) Directions: • Work with a partner and move through the following stations to complete the Problem Set. • Measure, and then round each measurement to the nearest ten. Station 1: Measure and round metric length using centimeters. Station 2: Measure and round weight using grams.
  • 14. Problem Set (cont.) Station 3: Measure and round liquid volume using milliliters. Station 4: Record the exact time you start working at the first station, then the time you finish working at Stations 1, 2, and 3. Then round each time to the nearest 10 minutes. (Note: Students update the data for this station at Stations 1-3.)
  • 15. Debrief (10 minutes) Discuss new vocabulary from today’s lesson: round and about. How did you round numbers that were the same as the halfway point?
  • 16. Exit Ticket (3 minutes) This is where you are going to show that you understand what we learned today! Are you ready for the next lesson?!