Parallel / Perpendicular and Perimeter / Area
Transformations
Angle Relationships
Triangle Similarity
Some Random Stuff
100
What is a parallel and Perpendicualar slope to the following equation:
y=-4x+6
Parallel = -4
Perpendicular = 1/4
100
Translations, Rotations, and Reflections are all called _________ Transformations.
Rigid
100
Angle g and c are ______ Angles
Corresponding
100
Name the 3 Triangle Similarity Thrms.
Angle, Angle
Side Angle Side
Side Side Side
100
All 3 angles of Triangles add up to __________ Degrees
180
200
What is the area of this Triangle
(1/2)(b)(h)
(1/2)(6)(4)
12
200
What is this transformation. Be Specific
Reflection over the Y Axis.
200
Angles c and f are ________ Angles
Alternate Interior
200
Are the Following Triangles Similar? If so by what Theorem?
Yes, AA
200
Solve for X and Z
x=1
z=11
300
What is the parallel and Perpendicular slope for the following equation:
2y+3x=6
Parallel = -3/2
Perpendicular = 2/3300
What Transformation is this. Write the Rule
Translation, (x,y) --> (x-1, y-3)
300
x=7
300
Are the following Triangles Similar? If so by what Theorem?
Yes, SAS
300
Simplify
sqrt(20)
sqrt(200)
2sqrt5
10sqrt2
400
Find the length of the line. Be careful with the scale
6.32 Units or
2sqrt10
400
What Transformation is this. Write the Rule
Rotation 90 degrees counter clockwise
Rule is (x,y) -- > (y,-x)
400
Solve for X
x=20
400
Are the following Triangles Similar? If so by what Theorem ?
No, The sides are not proportional
400
BC=40
CD=20
AY=18
500
Find the Perimeter (You can use graph paper)
25.77 Units
500
What Transformation is this? What is the "K" Value
Dilation. k=3
500
Solve for Y
y=15
500
What is the height of the tree
x=20
500
Solve for X and Y
x=38
y=25