Honors Geometry Section 9.2 Pythagorean Theorem. Please select a Team. 1.Team 1 2.Team 2 3.Team 3...

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Honors Geometry Section 9.2 Pythagorean Theorem

Transcript of Honors Geometry Section 9.2 Pythagorean Theorem. Please select a Team. 1.Team 1 2.Team 2 3.Team 3...

Page 1: Honors Geometry Section 9.2 Pythagorean Theorem. Please select a Team. 1.Team 1 2.Team 2 3.Team 3 4.Team 4 5.Team 5 6.Team 6 7.Team 7 8.Team 8 9.Team.

Honors Geometry

Section 9.2Pythagorean Theorem

Page 2: Honors Geometry Section 9.2 Pythagorean Theorem. Please select a Team. 1.Team 1 2.Team 2 3.Team 3 4.Team 4 5.Team 5 6.Team 6 7.Team 7 8.Team 8 9.Team.

Please select a Team.

1 2 3 4 5 6 7 8 9 10

0 0 0 0 000000

1. Team 1

2. Team 2

3. Team 3

4. Team 4

5. Team 5

6. Team 6

7. Team 7

8. Team 8

9. Team 9

10.Team 10

Response Grid

Countdown

10

Page 3: Honors Geometry Section 9.2 Pythagorean Theorem. Please select a Team. 1.Team 1 2.Team 2 3.Team 3 4.Team 4 5.Team 5 6.Team 6 7.Team 7 8.Team 8 9.Team.

square

squares

hypotenuse

legs

8 15

64 225

289

17

Page 4: Honors Geometry Section 9.2 Pythagorean Theorem. Please select a Team. 1.Team 1 2.Team 2 3.Team 3 4.Team 4 5.Team 5 6.Team 6 7.Team 7 8.Team 8 9.Team.

Vocab

A set of three positive integers a, b, and c that satisfy theequation 2 2 2a b c

Example

3, 4, 5a b c 2 2 23 4 5

9 16 25 25 25

Non-Example6, 7, 9a b c 2 2 26 7 9

36 49 81 85 81

Other Pythagorean Triples

5, 12, 13a b c 8, 15, 17a b c

6, 8, 10a b c Multiples of 3, 4, 5a b c

9, 12, 15a b c Multiples of 5, 12, 13a b c

10, 24, 26a b c 15, 36, 39a b c

Multiples of 8, 15, 17a b c 16, 30, 34a b c 24, 45, 51a b c

Page 5: Honors Geometry Section 9.2 Pythagorean Theorem. Please select a Team. 1.Team 1 2.Team 2 3.Team 3 4.Team 4 5.Team 5 6.Team 6 7.Team 7 8.Team 8 9.Team.

Right Triangle2 2 2 a b c

2 2 215 20x 2 225 400x

2 175x 175x

5 7x

Page 6: Honors Geometry Section 9.2 Pythagorean Theorem. Please select a Team. 1.Team 1 2.Team 2 3.Team 3 4.Team 4 5.Team 5 6.Team 6 7.Team 7 8.Team 8 9.Team.

.

a. b. c. d.

0 000

a.

b.

c.

d. .

.A

.B

.C

.D

CHECKPOINT

4 13, not a pythagorean triplex

4 13, pythagorean triplex

4 5, not a pythagorean triplex

14, pythagorean triplex Response Grid

Countdown

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Page 7: Honors Geometry Section 9.2 Pythagorean Theorem. Please select a Team. 1.Team 1 2.Team 2 3.Team 3 4.Team 4 5.Team 5 6.Team 6 7.Team 7 8.Team 8 9.Team.

.

a. b. c. d.

0 000

a.

b.

c.

d. .

.A

.B

.C

.D

CHECKPOINT

2 6, not a pythagorean triplex

2 5, not a pythagorean triplex

4, pythagorean triplex

7, pythagorean triplex Response Grid

Countdown

15

Page 8: Honors Geometry Section 9.2 Pythagorean Theorem. Please select a Team. 1.Team 1 2.Team 2 3.Team 3 4.Team 4 5.Team 5 6.Team 6 7.Team 7 8.Team 8 9.Team.

18

912144 81

6363

3 7

3 7

71.4

71.4

Page 9: Honors Geometry Section 9.2 Pythagorean Theorem. Please select a Team. 1.Team 1 2.Team 2 3.Team 3 4.Team 4 5.Team 5 6.Team 6 7.Team 7 8.Team 8 9.Team.

.

a. b. c. d.

0 000

a.

b.

c.

d. .

.A

.B

.C

.D

CHECKPOINT

231.5 cm

232 cm

239.6 cm

240.5 cmResponse Grid

Countdown

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Page 10: Honors Geometry Section 9.2 Pythagorean Theorem. Please select a Team. 1.Team 1 2.Team 2 3.Team 3 4.Team 4 5.Team 5 6.Team 6 7.Team 7 8.Team 8 9.Team.

.

a. b. c. d.

0 000

a.

b.

c.

d. .

.A

.B

.C

.D

CHECKPOINT

290 ft

292.3 ft

2116.3 ft

2105 ft

Response Grid

Countdown

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Page 11: Honors Geometry Section 9.2 Pythagorean Theorem. Please select a Team. 1.Team 1 2.Team 2 3.Team 3 4.Team 4 5.Team 5 6.Team 6 7.Team 7 8.Team 8 9.Team.

Team Scores300 Team 6

200 Team 2

150 Team 5

150 Team 1

100 Team 3

100 Team 8

100 Team 10

80 Team 7

42.86 Team 4

Page 12: Honors Geometry Section 9.2 Pythagorean Theorem. Please select a Team. 1.Team 1 2.Team 2 3.Team 3 4.Team 4 5.Team 5 6.Team 6 7.Team 7 8.Team 8 9.Team.

• End

Page 13: Honors Geometry Section 9.2 Pythagorean Theorem. Please select a Team. 1.Team 1 2.Team 2 3.Team 3 4.Team 4 5.Team 5 6.Team 6 7.Team 7 8.Team 8 9.Team.

Honors Geometry

Section 9.2Pythagorean Theorem

Page 14: Honors Geometry Section 9.2 Pythagorean Theorem. Please select a Team. 1.Team 1 2.Team 2 3.Team 3 4.Team 4 5.Team 5 6.Team 6 7.Team 7 8.Team 8 9.Team.
Page 15: Honors Geometry Section 9.2 Pythagorean Theorem. Please select a Team. 1.Team 1 2.Team 2 3.Team 3 4.Team 4 5.Team 5 6.Team 6 7.Team 7 8.Team 8 9.Team.

Vocab

Example Non-Example

Other Pythagorean Triples

A set of three positive integers a, b, and c that satisfy theequation 2 2 2a b c

Page 16: Honors Geometry Section 9.2 Pythagorean Theorem. Please select a Team. 1.Team 1 2.Team 2 3.Team 3 4.Team 4 5.Team 5 6.Team 6 7.Team 7 8.Team 8 9.Team.
Page 17: Honors Geometry Section 9.2 Pythagorean Theorem. Please select a Team. 1.Team 1 2.Team 2 3.Team 3 4.Team 4 5.Team 5 6.Team 6 7.Team 7 8.Team 8 9.Team.