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Pythagorean Theorem Introduction Lesson

Pythagorean Theorem Introduction Lesson

Assessment

Presentation

Mathematics

8th - 10th Grade

Hard

Created by

Joseph Anderson

FREE Resource

9 Slides • 12 Questions

1

Pythagorean Theorem Introduction

Slide image

2

3

If you didn't watch the previous video. Go back and do so.

4

Multiple Choice

What is the Pythagorean Theorem?

1

a2+b2=c2a^2+b^2=c^2

2

There is really only one real option here.

5

Multiple Choice

What must be true in order for the Pythagorean Theorem to work?

1

The triangle must be right.

2

The triangle must be isoceles.

3

It works every time.

6

Fill in the Blank

In order for the Pythagorean Theorem to work, the triangle must be a _______ triangle.

7

Multiple Choice

They Hypotenuse of a right triangle is the side across from the:

1

Right Angle

2

Smallest Angle

3

Acute Angle

4

Hypo Angle

8

Multiple Choice

Question image

Which side is could we use for c?

1

24

2

25

3

7

4

Any of them

9

Multiple Choice

Question image

Which side could we use for a?

1

24

2

Any of them

3

7

4

7 or 24

10

11

If you didn't watch the previous video. Go back and do so.

12

Multiple Choice

Question image

Find the missing side.

Round your answer to the nearest tenth place.

1

11.5 ft

2

11 ft

3

12 ft

4

15.6 ft

13

Multiple Choice

Question image

Find the hypotenuse in the image shown

1

15 cm

2

20 cm

3

10 cm

4

9 cm

14

15

If you didn't watch the previous video. Go back and do so.

16

Multiple Choice

Question image

Use the Pythagorean Theorem to find the length of side x

1

x = 14.3

2

x = 15.3

3

x = 16.3

4

x = 17.3

17

Multiple Choice

Question image

What is the length of the unknown side?

1

32 in.

2

68 in.

3

40 in.

4

80 in.

18

19

If you didn't watch the previous video. Go back and do so.

20

Multiple Choice

Can a right triangle have sides of length

5, 12, and 13?

1

Yes.

2

No.

21

Multiple Choice

Can a right triangle have sides of length

3, 6, and 9

1

yes

2

no

Pythagorean Theorem Introduction

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