Ratios and Proportions
Solving Similar Triangles
Similarity by AA, SSS, & SAS
Misc.
Three Parallel Lines
100
(EC)/(CB)=(FC)/?
DC
100
If these two triangles are similar...
x= ?
x = 13.5
100
The 3 similarity theorems for triangles.
AA, SSS, SAS
100
x=12
100
True or false: The three parallel lines theorem be applied to any number of parallel lines and transversals.
True
200
Simplify this ratio.
50:250
1:5
200
LK = 7
200
If two sides in one triangle are proportional to two sides in another triangle and the included angle in both are congruent, then the two triangles are similar.
SAS Similarity Theorem
200
What value of x would make the two triangles similar?
X = 18
200
a=12
300
DOUBLE POINTS (60 Sec)
Which 3 numbers have the same answer whether they're added or multiplied together?
1,2,3
300
Find AB
AB = 40
300
Are they similar? If so, how?
Yes, SAS
300
A photographer dilated their photo for an ad campaign by 400%. The perimeter of the enlargement was 144 in, what was the perimeter of the original photo?
36 In
300
b=30
400
Figure A has a side length of 12. Figure B has a side length of 8. What is the scale factor from A to B?
2/3
400
Find x
x = 4.8
400
What value of x would make the two triangles similar?
AA
400
The ratio of the sides of similar squares is 2/3. What is the ratio of the areas?
4/9
400
What is x?
4760
500
x/10=42/35
x=12
500
What is the scale factor of △ABC to △YXZ?
3/4
500
These triangles are similar by ____.
AA
500
What is the most viewed youtube video of all time?
Baby Shark Dance by Pinkfong (16.6+ B views)
500
What is y?
3570