When the scale factor is less than one, what happens to the shape?
It becomes smaller.
I have the following coordinates. The scale factor is 2. What are my new coordinates?
A (2,3)
B (1,5)
C (4,4)
A' (4, 6)
B' (2,10)
C' (8,8)
What is 23 x 2?
46
What is 561 divided by 3?
187
What does the letters in PEMDAS stand for?
Parentheses
Exponents
Multiplication
Addition
Subtraction
When the scale factor is larger than one, what happens to the shape?
It becomes bigger.
I have the following coordinates. My scale factor is 3. What are my new coordinates?
L (-2,1)
M (1, -4)
N (3,3)
L' (-6, 3)
M' (3, -12)
N' (9,9)
What is 34 x 45?
1,530.
What is 308 divided by 2?
154
Solve using PEMDAS
20 ÷ (4 − (10 − 8))
10
When the scale factor is one, what happens to the shape?
The shape stays the same.
I have the following coordinates. My scale factor is 1.5. What are my new coordinates?
P (2,2)
Q (4,-1)
R (3, -6)
P' (3,3)
Q' (6,-1.5)
R' (4.5,-9)
What is 342 x 5?
1,710.
What is 288 divided by 8?
36
Solve using PEMDAS
(6 + 25 − 7) ÷ 6
4
What does it means to enlarge a shape?
Make the shape bigger.
I have the following coordinates. The scale factor is 1/2. What are my new coordinates?
X (2,6)
Y (4,6)
Z (6,8)
X' (1,3)
Y' (2,3)
Z' (3,4)
What is 243 x 30
7,290.
What is 616 divided by 7?
88
Solve using PEMDAS
((9 + 3 − 8) × 10) ÷ 22
10
What does it mean to reduce a shape?
Make the shape smaller.
I have the following coordinates. The scale factor is 1/4. What are my new coordinates?
F (8,16)
G (12,4)
H (4,4)
F' (2,4)
G' (3,1)
H' (1,1)
What is 123 x 105?
12,915
What is 365 by 5?
73
Solve using PEMDAS
(9 + 5 − 6) × (43 ÷ 8)
64