reteach area circle

reteach area circle reteach area circle

teachers.saschina.org
from teachers.saschina.org More from this publisher
21.03.2013 Views

Name Date Class LESSON 10-5 Reteach Area of Circles To estimate the area A of a circle, use the formula A r 2 and 3 for . A r 2 3 2 2 3 4 12 square units. The area is about 12 square units. Estimate the area of each circle. Use 3 for . 1. 3. A are units A 75 are units 1 5 Copyright © by Holt, Rinehart and Winston. 39 Holt Mathematics All rights reserved. 2. 4. r 2 A 48are units A 27 suare units 4 3

Name Date Class<br />

LESSON<br />

10-5<br />

Reteach<br />

Area of Circles<br />

To estimate the <strong>area</strong> A of a <strong>circle</strong>, use the formula A r 2 and 3 for .<br />

A r 2<br />

3 2 2<br />

3 4<br />

12 square units.<br />

The <strong>area</strong> is about 12 square units.<br />

Estimate the <strong>area</strong> of each <strong>circle</strong>. Use 3 for .<br />

1.<br />

3.<br />

A are units<br />

A 75 are units<br />

1<br />

5<br />

Copyright © by Holt, Rinehart and Winston. 39 Holt Mathematics<br />

All rights reserved.<br />

2.<br />

4.<br />

r 2<br />

A 48are units<br />

A 27 suare units<br />

4<br />

3


Name Date Class<br />

LESSON<br />

10-5<br />

Reteach<br />

Area of Circles (continued)<br />

To find the <strong>area</strong> A of a <strong>circle</strong>, use the formula A r 2 and 22<br />

for .<br />

7<br />

A r 2<br />

22<br />

• 4<br />

7<br />

2<br />

22<br />

• 16<br />

7<br />

35<br />

r 4<br />

2<br />

<br />

7<br />

50.29 square units<br />

The <strong>area</strong> is about 50.29 square units.<br />

Find the <strong>area</strong> of each <strong>circle</strong>. Use 22<br />

for . Round each answer<br />

7<br />

to the nearest hundredth.<br />

5. 6.<br />

A 28.29 sare units<br />

7. 8.<br />

A 12.57 suare units<br />

2<br />

3<br />

A 3.14are units<br />

A 78.57 suare units<br />

Copyright © by Holt, Rinehart and Winston. 40 Holt Mathematics<br />

All rights reserved.<br />

1<br />

5


LESSON<br />

10-5<br />

Reteach<br />

Area of Circles<br />

To estimate the <strong>area</strong> A of a <strong>circle</strong>, use the formula A r 2 and 3 for .<br />

A r 2<br />

3 2 2<br />

3 4<br />

12 square units.<br />

The <strong>area</strong> is about 12 square units.<br />

Estimate the <strong>area</strong> of each <strong>circle</strong>. Use 3 for .<br />

1.<br />

3.<br />

1<br />

A 3 square units<br />

A 75 square units<br />

5<br />

Copyright © by Holt, Rinehart and Winston. 39 Holt Mathematics<br />

All rights reserved.<br />

LESSON<br />

10-5<br />

Challenge<br />

Pies Are Squared<br />

2.<br />

4.<br />

r 2<br />

A 48 square units<br />

A 27 square units<br />

Have you ever heard the saying, “You can’t fit a square peg in a<br />

round hole”? Well, sometimes you can fit a round pie in a square<br />

dish—if you squeeze really hard and don’t mind messy <strong>area</strong>s.<br />

Find the <strong>area</strong> of each pie and pie dish. Use 3.14 for , and<br />

round your measurements to the nearest hundredth. Then<br />

imagine you could squish the pies. Which square pan would<br />

each round pie best fit in? Draw a line from the pie to the<br />

appropriate pie dish.<br />

1. A.<br />

d 10 in.<br />

Area 78.5 in Area <br />

2<br />

2. B.<br />

r 6 in.<br />

Area 113.04 in Area <br />

2<br />

3. C.<br />

d 9 in.<br />

Area 63.59 in Area <br />

2<br />

4. D.<br />

r 7 in.<br />

s 10.64 in.<br />

s 12.41 in.<br />

s 8.86 in.<br />

s 7.98 in.<br />

78.5 in 2<br />

Area Area 63.68 in 2<br />

153.86 in 2<br />

Copyright © by Holt, Rinehart and Winston. 41 Holt Mathematics<br />

All rights reserved.<br />

4<br />

3<br />

113.21 in 2<br />

154.01 in 2<br />

Reteach<br />

Area of Circles (continued)<br />

To find the <strong>area</strong> A of a <strong>circle</strong>, use the formula A r 2 and 22<br />

for .<br />

7<br />

A r 2<br />

22<br />

• 4<br />

7<br />

2<br />

22<br />

• 16<br />

7<br />

35<br />

r 4<br />

2<br />

<br />

7<br />

50.29 square units<br />

The <strong>area</strong> is about 50.29 square units.<br />

Find the <strong>area</strong> of each <strong>circle</strong>. Use 22<br />

for . Round each answer<br />

7<br />

to the nearest hundredth.<br />

5. 6.<br />

A 28.29 square units<br />

7. 8.<br />

A 12.57 square units<br />

A 78.57 square units<br />

Copyright © by Holt, Rinehart and Winston. 40 Holt Mathematics<br />

All rights reserved.<br />

Copyright © by Holt, Rinehart and Winston. 86 Holt Mathematics<br />

All rights reserved.<br />

LESSON<br />

10-5<br />

LESSON<br />

10-5<br />

Problem Solving<br />

Area of Circles<br />

2<br />

3<br />

Use the table to answer each question. Use 3.14 for pi.<br />

1. Which ring is the largest? What <strong>area</strong> does it enclose?<br />

Ring 1; 5,024 cm 2<br />

2. What is the <strong>area</strong> of the center <strong>circle</strong>, or the inner<br />

10 scoring ring, on the target?<br />

12.56 cm 2<br />

3. What <strong>area</strong> does Ring 5 enclose?<br />

1,808.64 cm 2<br />

Circle the letter of the correct answer.<br />

4. Which ring encloses an <strong>area</strong> of<br />

4069.44 cm2 ?<br />

A<br />

Ring 2<br />

B Ring 3<br />

C Ring 6<br />

D Ring 8<br />

6. What is the <strong>area</strong> enclosed by<br />

Ring 6?<br />

A 5,024 cm2 B 1,600 cm2 1,256 cm2 D 62.8 cm2 C<br />

A 3.14 square units<br />

Copyright © by Holt, Rinehart and Winston. 42 Holt Mathematics<br />

All rights reserved.<br />

1<br />

5<br />

Official Archery<br />

Target Ring<br />

Diameters<br />

Scoring Diameter<br />

Ring (cm)<br />

1 80<br />

2 72<br />

3 64<br />

4 56<br />

5 48<br />

6 40<br />

7 32<br />

8 24<br />

9 16<br />

10 8<br />

Inner 10 4<br />

5. How much greater is the <strong>area</strong><br />

enclosed by Ring 10 than the <strong>area</strong><br />

enclosed by Ring 9?<br />

F 50.24 cm2 150.72 cm2 H 200.96 cm2 J 251.2 cm2 G<br />

7. What is the <strong>area</strong> enclosed by<br />

Ring 1?<br />

F 10 times the <strong>area</strong> of Ring 10<br />

G 20 times the <strong>area</strong> of Ring 10<br />

H 100 times the <strong>area</strong> of Ring 10<br />

J 1,000 times the <strong>area</strong> of Ring 10

Hooray! Your file is uploaded and ready to be published.

Saved successfully!

Ooh no, something went wrong!