Are these two triangles similar? If yes, write the similarity statement.
△QPR ~ △ ________

△QPR ~ △XYZ
What is the name of the way we learned on how to solve proportions? / Cual es el nombre del método que aprendimos para resolver proporciones?
Cross Multiplication
or
Multiplicación Cruzada
The formula to find the scale factor is:
Scale Factor = ________ / ________
Scale Factor = Image / Preimage
Or
K = I/P
Or
KIP
A ___________ line to one side of the triangle divides the other two sides proportionally, which is known as the Side-Splitter Theorem.
A parallel line to one side of the triangle divides the other two sides proportionally, which is known as the Side-Splitter Theorem.
A ____________ is figure with three sides and three angles
A triangles
The two polygons below are similar, complete the similarity statement:
STUV ~ _______

STUV ~ CBAD
State if these ratios form a proportion.
No
What is the scale factor from the small fry to the large fry?

k = 3
Find the missing side:

x = 9
Figures that have the same shape but different sizes are ___________________
Similar
The following triangles are similar, write the similarity statement:
△FGH ~△_______

△FGH ~△IKJ
State if these ratios form a proportion.

Yes
What is the Scale Factor from triangle ABC to triangle DEF?

k = 3/6= 1/2 or 0.5 or k= 5/10= 1/2 or 0/5
Find the value of x:

x = 12
If two triangles are similar then their angles are ______________
Congruent
JDRT~KLMN , LM~_____
LM~DR
Solve the following proportion:
9/16 = x/12
x = 6.75 or x=6.8
Find the scale factor:

k = 2
Solve for w:

w=36
Figures that have the same shape and same sizes are _____________
Congruent
JDRT~JHYX, Angle D ≅ Angle _____
Angle D ≅ Angle H
Solve the following proportion:

k = 5
Find the scale factor:

k = 1/2 or 0.5
Find the missing side using Side-Splitter Theorem:

x/36 = 12/16 or 36/16=x/12
x=27
Scale factor is represented by the letter ____
Letter k