Word Problems
Graphing Transformations
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Similar Figures
Equations
100

CL 6-110 What is Pricilla's Equation? 

CL 6-110 

Priscilla:   y= -1x + 32

100

CL 6 -111

Graph Triangle B. 

(-1, -1) (-4, -1) and (-4, -3) 

CL 6-111

Show your triangle to your teacher for points. :) 

100

CL 6-116 

See the triangle at the right. Name the original coordinates. 

A: ______    B: ______  C: ______

CL 6-116 

A: (-3, 2)  B: (-2, -2) C: (1, 2) 

100

CL 6-113 

Use the following ratior (new/original) to find the scale factor.

8/24 and 6/18 

SF: _____

CL 6-113

SF: 1/3 

100

Diving by 2 is the same as multiplying by ____.

Multiplying by 1/2 
200

CL 6-110 

What is Ursula's equation? 

CL 6-110 

Ursula:  y=2x + 5

200

CL 6-112 

Graph the points A (-2, 9) B (-3, 7) and C (-5, 10). 

Show your teacher for points! :) 

200

CL- 116 

d. Describe how triangle ABC changed. (Dilation with a scale factor of -2). 


CL- 116

It got bigger (enlargement). Multiplying by a negative made it reflect. 

200

CL 6-113

Solve the proportion to solve for x. 

8/24 = x/8

CL 6-113

x= 8/3 or 2.6666...

200

Diving by 3 is the same as multiplying by _______.

Multiplying by 1/3

300

CL 6-115

What is Khan's equation?  What is Jorman's equation?

Khan: 

Jorman:  

CL 6-115

Khan: y = 8x + 750

Jorman: y = 30x + 60 

300

CL 6-111 

b. Reflect Triangle B across the y-axis. Change the sign of the x- coordinate.

Original: (-1, -1), (-4, -1) (-4, -3) 

CL 6-111

b.  (-1, -1) (4, -1) (4, -3) 

300

CL 6-116

Graph Samatha's new triangle. 

A': (6, -4) B': (4, 4)  C': (-2, -4)


Show your teacher your graph for points! :) 

300

CL 6-113

Solve the proportion to solve for y. 

8/24 = y/5

CL 6-113

y= 5/3 or 1.6666...

300

CL 6-117

Solve for the perimeter of the trapezoid. 

x +x + 3x - 9 + x + 12 = 117

CL 6- 117

x = 19 

The perimeter of the trapezoid is 19 units. 

400

CL 6-114

Solve to determine after how many weeks it will take for Jorman to catch up to Khan in points. 

8x + 750 = 30x + 650 

CL 6-114 

x= 4.5

4.5 weeks 

400

CL 6-111

a. Rotate Triangle B 180 degrees about the orgin. (Change all the signs) 

Original: (-1, -1) (-4, -1) and (-4, -3) 

CL 6-111

a. (1, 1) (4, 1) and (4, 3) 

400

CL 6-116

b. Dilate by -2 (multiply) and name the new coordinates. 

Original: A: (-3, 2) B: (-2, -2) C: (1, 2)

New:  A:_____ B: ______  C:______

CL- 116

b. A': (6, -4) B' : (4, 4) C' (-2, -4) 

400

What makes two figures congruent? 

Same Size, Same Shape

400

CL 6-115 

Solve

a. 3(2 +x) = 4 - (x-2) 

CL 6-115

a. x = 0 

500

CL 6-110

When did Priscilla and Ursula have the same number of worms? Solve. 

-1x + 32 = 2x + 5 

CL 6-110

x = 9 

After 9 minutes

500

CL 6-112

a. Slide the original triangle right 4 units and down 6 units. 

Original: A: (-2, 9)  B: (-3, 7) C: (-5, 10) 

Rule: (x, y)--> (x + 4, y - 6) 

Write the new coordinates.  A' ___,  B' ___, C' ___

CL 6-112

a.

Rule: (x, y)--> (x + 4, y - 6)

A' (2, 3) B' (1, 1) C' (1, -4) 

500

CL 6-112

Reflect the original triangle across the y-axis. Change the sign of the x-coordinate

Rule: (x, y) --> (-x, y) 

Original: A (-2, 9)   B (-3, 7)    C (-5, 10) 

A' (______)   B' (______)  C' (______)

CL 6-112

b.  Rule: (x, y) --> (-x, y) 

A' (2, 9) B' (3, 7) C' (5, 10) 

500

What makes two figure similar? 

Same shape, not same size 

500

CL 6-115

b. Clear the fraction with 6 and solve. 

3x + 2x - 6 = x + 18

CL 6-115

b. x = 6 

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