Similar Triangles
The A and S in SAS stand for ____.
angle and side
parallel
When two fractions are equal to each other, you can ___ mulitiple.
cross
For similar triangles, corresponding angles are ____.
congruent
The side of the triangle parallel to the midsegment is ___ as big as that midsegment.
twice
For x/3 = 8/2, x would equal ___.
12
For similar triangles, corresponding sides are ____.
proportional
A midsegment runs from the ____ of one side of a triangle to the ____ of another side of the triangle.
midpoint & midpoint
To use the side splitter theorem, you set up two fractions that are ___ to each other.
equal
To use the SAS rule, the angle must be located ____.
between the two sides
Triangles have ____ midsegments.
3
In order to use the side splitter theorem, the the line dividing the triangle must be ____ to one side of the triangle.
parallel
List the rules for similarity.
AA. SSS, & SAS
The midsegment is ____ as big as the side of the triangle parallel to it.
half
If 5/x = 6/3, to have Desmos provide a point to click on for the value of x, you should enter the equation as ____.
x/5 = 3/6