Vocabulary
Segment Addition
Bisector Addition
Distance Formula
Midpoint Formula
100
What does collinear mean?
Points that lie on the same line.
100
Points A, B and C are collinear and in that order. Find X.
AC= x+10
AB= 5
BC= 2x+6
-1
100
Define a bisector.
Bisection is the division of something into two equal or congruent parts
100
What is the distance formula?
distance formula
100
what is the midpoint formula
Midpoint formula
200
What does coplanar mean?
Points that lie on the same plane.
200
Points A, B and C are collinear. Point B is between A and C. Solve for x.
AC= 3x+3, AB= -1+2x, and BC=11. Find X.
7
200
Line L bisects segment PQ.S is the midpoint. PS=3x+2, SQ=4x-5. Find PQ.
x=7
200
Find the distance between (-4,-3) and (-1,1).
5
200
Find the midpoint of points (-3,0) and (-5,-3).
(-4,-1.5)
300
What do you call the middle point of a line segment?
The middle point of a line segment is called the midpoint.
300
Points A, B and C are collinear. B is the midpoint.
AC= 22, BC= x+14, and AB= x+10. Find X.
-1
300
Line L bisects line segment AC at point B.
YAY TEAM, YOU GET FREE POINTS
300
What is the distance between the points (-2,3) and (-7,-7)?
11.18
300
Find the midpoint between the coordinates (-2,3) and (-7,-7).
(-4.5,-2)
400
What is the vocabulary word that goes with the following definition: lines in different planes that do not intersect?
The vocabulary word is skew lines.
400
Points A, B and C are collinear. Point B is the midpoint. Find the length of AB.
AC=39
AB= 9x+7
BC=-3x+20
25
400
Why do we set both equations equal when working with problems with bisectors?
Because a bisector splits the segment into two equal parts.
400
If A(0,7) and B(3,6), then what is the distance from point A to B?
3.16
400
The midpoint of line segment AC, is point B(6,8). If endpoint A is located at (4,0), what is the coordinates for endpoint C?
(8,16)
500
Name this angle in 3 ways.
∠ABC
∠CBA
∠B
500
T is between R and S. If RT=2x+13, TS= 5x+12, and RS=x+17, then what is the value of X
-1.3333
500
Line K bisects line segment AC at point B. If AB=3x-0 and BC= 2(x+3), find AB.
x=6 and AB is 18
500
If A (1,-8) and B (-4,-7) then find the length of AB.
5.099
500
The midpoint of line segment EG, is at F (1,10). Endpoint E is located at (6,-2), what is endpoint G?
(-4,22)