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8-5

Name

Date

Use a common denominator to compare the fractions.

Write >, <, or = to make a true statement.

1. __ 5 > __

8 ● 1 2

4. ___ 3 > __

10 ● 2 7

2. __ 4 = __

6 ● 6 9

5. __ 3 < __

4 ● 5 6

3. ___ 7 < __

12 ● 2 3

6. ___ 7 < ___

12 ● 19

24

Name each triangle by its angles and then by its sides.

7. 8. 9.

acute obtuse right

equilateral scalene isosceles

10. Stretch Your Thinking Four angles are put together,

forming a straight angle. Two of the angles are the

same size. The other two angles are also the same

size but different from the other two. If one of the

four angles measures 40°, what are the measures of

the other three angles? Explain.

40°, 50°, 50°; The whole angle is a straight angle,

so the sum of the angles is 180°. One of the

angles is 40°, so another angle is 40° because two

of the angles are the same size. So far, the sum is

40° + 40°, or 80°. So, the other two angles must

measure 180° - 80°, or 100°, altogether. Since

these two angles are the same size, they must be

100° ÷ 2 = 50° each.

© Houghton Mifflin Harcourt Publishing Company

184 UNIT 8 LESSON 5 Compose and Decompose Angles

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