The midpoint formula
What is ((x1+x2)/2 , (y1+y2)/2)?
Parallel lines have these slopes.
Equal/same/idendentical
What is the distance formula?
D=sqrt((y2-y1)^2+(x2-x1)^2
RS⃑ can also be represented as <7, -3>. Describe the meaning of <7, -3> and how it could be used to determine the coordinates of the image.
If two lines are parallel, their corresponding angles are?
The midpoint between AB when A(6,3) B(4,3).
(5,3)
Perpendicular lines have these slopes.
Opposite reciprocal.
Find the distance between the points (0,0) and (3,4)
D=5
The point (-3,-2) is reflected over x-axis, and then over the y-axis. The coordinates of its image are
(3,2)
If two lines are parallel, their alternate interior angles are?
Congruent
These are the points we plug into the midpoint formula to find the midpoint.
What are the endpoints?
What would the slope of a line be that is parallel to the line that crosses through (1, 5) and (3, 9)?
m=2
Triangle ACD has vertices at A(-2,4), C(6,7), and D(-7,-5). Which segment is the longest?
CD
What are the coordinates of point A’, the image of A (3, -2), after a reflection over the line y=x+3?
(-2,3)
If two lines are parallel, their same side interior angles are?
Supplementary
What is the midpoint between (-9,7) and (1,-3)
(-4,2)
Which of the following accurately describes the lines 2y - 8x = 4 and y = –4x – 3?
Find the distance between the two points (-1,14) and (8,-6)
sqrt(481)
A 90-degree rotation creates a _______ between the center of rotation, the pre-image, and image points.
right angle/90 degree angle
When two angles add up to 90 degrees, these angles can be classified as?
Complementary
The midpoint divides the segment into two _____ parts.
What are equal parts?
A line perpendicular to y – 6x = 2 must have a slope of ____________.
-1/6
A line segment has endpoints (4, 7) and (1, 11).
What is the length of the segment?
5
The point (-3, 4) was rotated 90 degrees counterclockwise about the origin. Then, the point is translated on the vector <3,-2>. What will the final image point be?
(-1,-5)
Supplementary Angles add up to how many degrees?
180