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Horizons Math Sampler - Odyssey Academy

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Lesson 45<br />

<strong>Horizons</strong> <strong>Math</strong> 5 SAMPLE<br />

Concepts:<br />

Two- and three-digit quotient division, division of money, three-digit multiplication,<br />

two- and three-digit subtraction, place value, multiple operations<br />

Objectives:<br />

1. The student will be able to complete division problems which contain three-digit<br />

quotients with remainders.<br />

2. The student will be able to complete multiplication problems which contain a threedigit<br />

multiplier and a one-digit multiplicand.<br />

3. The student will be able to divide money.<br />

4. The student will be able to complete division problems which contain a two-digit<br />

quotient with remainders.<br />

5. The student will be able to complete two- and three-digit subtraction problems.<br />

6. The student will be able to identify place value through the billions.<br />

7. The student will be able to complete problems which require the use of more than<br />

one operation to solve.<br />

Teaching Tips:<br />

By this time, students should have a basic understanding of the division process and all<br />

the steps involved in solving a division problem. Stress that solving a larger division<br />

problem simply means that the same division steps (Divide, Multiply, Subtract, Check,<br />

Bring Down) used in smaller problems, will be repeated in the larger problem.<br />

Tips<br />

Materials, Supplies, and Equipment:<br />

1. Graph paper or lined paper<br />

2. Calculator (for multiplication steps and checking ONLY)<br />

Activities:<br />

1. Remind the students of the steps involved in a division problem (Divide, Multiply,<br />

Subtract, Check, Bring Down). Have them repeat the class acronym if needed.<br />

2. Complete the following problems together for review: 212 ÷ 3 =, 302 ÷ 5 = and<br />

363 ÷ 4 = (Answers: 70 r 2, 60 r 3, and 90 r 3). You may wish to have the students<br />

play “teacher”. Pick a different student to complete each problem. The student<br />

must come to the board, work the problem, and explain each step as he completes<br />

the problem, just like the teacher would. If the student has difficulty with any<br />

portion of the division problem, he may stop at any point and have another student<br />

complete the task.<br />

3. Read Lesson 45 Explanation together. Work through the sample problem and<br />

discuss each step.<br />

4. Use the following problems as additional practice problems, if needed: 2,825 ÷ 3 =<br />

2,457 ÷ 6 = and 2,560 ÷ 4 = (Answers: 941 r 2, 409 r 3, and 640).<br />

5. The student should be able to complete Lesson 45 Practice independently. Allow<br />

them to use graph paper or lined paper, if necessary, to keep all columns straight.<br />

Also allow the students to use calculators for checking and difficult multiplication<br />

problems, but not for calculating answers without showing work.<br />

Aa Bb Cc<br />

2<br />

2<br />

4<br />

God opposes the proud but gives grace to the humble.<br />

Proverbs 3:34<br />

Editor’s Note: Worksheets may be used or repeated in any lesson after they are first suggested.<br />

Worksheet 24 was suggested in Lesson 44 and has been carried forward to this sample<br />

lesson.<br />

53

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