unit 3 lesson 3 – dilations on the coordinate plane

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Unit 3 Lesson 3 – Dilations on the Coordinate Plane

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Page 12 They are well scaled dilations - scale factor 2. They are the same shape and size. A Translation

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Page 1: Unit 3 Lesson 3 – Dilations on the Coordinate Plane

Unit 3Lesson 3 – Dilations on the Coordinate Plane

Page 2: Unit 3 Lesson 3 – Dilations on the Coordinate Plane

Page 12

C

A

B

C”

A B

Page 3: Unit 3 Lesson 3 – Dilations on the Coordinate Plane

Page 12

They are well scaled dilations - scale factor 2. They are the same shape and size.

A Translation

Page 4: Unit 3 Lesson 3 – Dilations on the Coordinate Plane

Page 13

Reflection Rotation Translation

Page 5: Unit 3 Lesson 3 – Dilations on the Coordinate Plane

Page 13

Yes, they change the size of a figure.

No, they change the size of a figure and rigid motions only change the position of the figure.

Page 6: Unit 3 Lesson 3 – Dilations on the Coordinate Plane

Page 14

All angle measure is preserved but the sides are three times larger.

All angle measure is preserved but the sides are smaller by half.

The figure is unchanged.

Multiplication

Page 7: Unit 3 Lesson 3 – Dilations on the Coordinate Plane

Page 14

(𝑘𝑥 ,𝑘𝑦 )

(4, -8)

(3, 5)

(2x2, -4X2)=

(9x, 15X)=

(-4, 6)(-16, 24)x

Scale factor of 4

(-4, 6)(-10, 15) Scale factor of X

Page 8: Unit 3 Lesson 3 – Dilations on the Coordinate Plane

Page 15

.𝑁

.𝐴.𝑃

N(2, 8)

A(-6, 0)

P(4, -2)

A’(-3, 0)

P’(2, -1)

N’(1, 4)

𝐷𝑜 , 12

.𝐴 ′.𝑁 ′

. P

Page 9: Unit 3 Lesson 3 – Dilations on the Coordinate Plane

Page 16

.𝐵 .𝐴

.𝐶

A(1, 3)

B(-2, 2)

C(0, -2)

B’(1, 0)

C’(3, -4)

A’(4, 1)

𝐷𝑜 ,2𝑇 3 ,− 2

A”(8, 2)

B”(2, 0)

C”(6, -8).𝐵 ′

.𝐴 ′

.𝐶 ′

.𝐵.𝐴

.𝐶

Page 10: Unit 3 Lesson 3 – Dilations on the Coordinate Plane

Homework

•Page 17 - ALL