It flips upside down
The 3 similarity theorems for triangles.
AA, SSS, and SAS
In a triangle what is the relationship between midsegment and the side of the triangle parallel to it, give an example
The midsegment if half the length of the parallel side
Or
The parallel side is double the length of the midsegment
Midsegment=10, parallel side=20
When k>1 the dilation is an ___________________
When k<1 the dilation is a ________________
enlargement
reduction
If the Perimeter of a triangle is 32 and the scale factor is 2 whats the perimeter of the larger triangle
64
Are they similar, if so, how?
No, sides are not proprtional
How many letters are in the longest word in the dictionary
400 points closest without going over
45 Pneumonoultramicroscopicsilicovolcanoconiosis.
Cross multiply the following
x/4 = 16/x
x=8
True or false
When a shape is dilated by a scale factor less than 1 the image is always inside the preimage
False
If the area of a triangle is 16, what is the area of a larger triangle is the scale factor is 2
64units ^2
Triangle A has side lengths 4, 12 and 16
Triangle B has side lengths of 10, 30 and 40.
What is the scale factor from small to big and from big to small as fractions
5/2 and 2/5
If Triangle A has 2 angles measuring 74 and 59 degrees and Triangle B has 2 angles measuring 59 and 47 degrees. Are the 2 triangles similar Yes or No
Yes
What is x=2?
Steal another groups points if you get it correct
Prove the following triangles are similar using any of the triangle similarity criterion Given Triangle ABC has coordinates A(4,4), B(8,4), C(10,8) and Triangle ADF has coordinates A(4,4), D(0,4), F(-2,-4)
Your choice
See google docs for image with question answer as simplied radicals when necesary
12
4root(13)
6root(13)
There are 2 triangles are they similar if so How do you know
Triangle A has side lengths of 15.5 and 16.8 with and included angle of 78
Triangle B has side lengths 3.875 and 4.2 and an included angle of 19.5
No, if triangles are similar there side lengths are proportional while angles stay the same
For 2 triangles to be similar by SSS there ________________ side lengths must be _______________
corresponding
Proportional
Solve for both x and y

x=4sqrt5
y=8sqrt5
Dilate the point (4,5) with a scale factor of 3. With the center of dilation being (2,2). Give the coordinate of the new point
Where is (8,11)?
Switch scores with another team if you get the question correct
Given the following image on Google Docs
NF=25
Answer each of the following for 100points a piece
A/S/N
A dilation preserves angle measures.
A dilation preserves side lengths.
If two triangles have one pair of congruent angles, they are similar.
If two triangles have proportional sides, they are similar.
A dilation changes the shape of the triangle
A
S/N (scale factor of 1)
S
A
N
Are they similar, if so, how, by which thrm?
Yes, SAS
Solve for a, b, and c.

a=6
b=6
c=4.5
Dilate the triangle With coordinates A(3,3) B(0,1) C(5,-1) about the point (-1,-1) with a scale factor of 1/2 give the coordinates of the image
A'(1,1)
B'(-0.5,0)
C'(2,-1)
See google docs for image
Step 1: Solve for x
Step 2: If the length of AB is the average of the AC and BC Find the length of EF
x=6
EF=12