Geometry Terms
Segment Addition 1
Random
Fractional Distances
Bisectors & More
100
The geometric term that models the item. 
A chessboard
What is a Plane?
100
Find the missing length of JL.
What is JL= 1.1 cm?
100
Write the midpoint formula given the picture. 
What is 
100
Draw the picture and use the right notation: Segment AB is congruent to segment CD.
What is 
100
Three vocab words words that also mean equal segment lengths.
What is congruent, equidistant, segment bisector, midpoint, bisect?
200
The geometric term that models the item. An atom in the universe.
What is a Point?
200
Find the missing length of GH. 
What is GH= 15 - 9.7 = 5.3 mm?
200
FInd the coordinate of the midpoint of the given segment. A(–15, 4), B(2, –10)
What is M=((-15+2)/2,(-10+4)/2 ) \text{ or } (-13/2,-3) ?
200
Find the coordinate of the Q that is 1/7 the distance of J to N.
What is 1/7(JN)=1/7(14)=2
Q=-5+2=-3?
200
Suppose M is the midpoint of FG. Find each missing measure.
MG = 7x – 16, FG = 33, x = ?
What is
7x – 16 = 33
7x = 49 , x = 7 ?
300
The geometric term that models the item.
two connected walls
What is a Line?
300
Find the value of the variable if Y is between X and Z.
XY = 3a – 4, YZ = 6a + 2, XZ = 5a + 22
What is 3a – 4 + 6a + 2 = 5a + 22
9a – 2 = 5a +22
4a = 24, a = 6 ?
YZ = 6(6) + 2 =36 + 2 = 38 ?
300
Use the number line to find the coordinate of the midpoint of DE and BD.
What is
\bar(DE) = (7+11)/2=18/2=9 ?
What is \bar(BD)= (7+(-1))/2=6/2=3 ?
300
Find the coordinate of point K that is 1/3
of the distance from A to E.
What is AF = | -7-2|=|-9| = 9
→ 1/3AF = 1/3(9) = 3
→ K = -7 + 3 = -4
300
Determine whether the segments are congruent.
JK and JM
JK and MN
What is JK = 3, JM = 11 , MN = 3?
What is \bar(JK)≇ \bar(JM) and \bar(JK)≅ \bar(MN) ?
400
The names of three points coplanar to point A.
What is B, C, and D?
400
Find the value of the variable and YZ if Y is between X and Z.
XY = 2x + 1, YZ = 6x, and XZ = 81
What is 2x + 1 + 6x = 81
8x + 1 = 81
8x = 80, x = 10 ?
YZ = 6(10) = 60 ?
400
Find the distance between the points.
W(–8, 1) and Y(0, 6)
What is WY=\sqrt((-8-0)^2+(1-6)^2 )
WY=\sqrt((-8)^2+(-5)^2 )
= \sqrt(64+25)
=\sqrt(89) =9.434
400
Find the coordinate of point N such that the ratio of AN to NE is 1:2.
What is 1/3(AE)=1/3(9)=3
N=-7+3=-4?
400
Suppose M is the midpoint of FG. Find each missing measure.
FM = 3n + 1, MG = 6 – 2n, FG = ?
What is 3n + 1 = 6 – 2n, n = 1
What is
FG = FM + MG = 4 + 4 = 8 ?
500
Name two ways to write one of the given lines in the picture. 
What is line n or \bar(AB) ?
What is line p or \bar(CD) ?
What is line q or \bar(BE) ?
500
Find the length of LO if M is between L and O,
LM = 7x – 9, MO = 14 inches, and LO = 10x – 7.
What is 7x-9+14=10x-7
7x+5=10x-7
12=3x,x=4 ?
LO=7(4)-9+14
=28-9+14=33 \text{ in } ?
500
Find the coordinates of the missing endpoint if B is the midpoint of AC.
A(–4, 2), B(6, –1)
What is
X : 6 - -4 = 10
Y: 2- -1 = 3
C = (6+10, -1+3)= (16, 2) ?
500
Find the coordinate of point X such that the ratio of BX to XF is 3:2.
What is 3: 2 \text{ is } 3/5
→ BF = |5- -5|=|5+5| = 10
→ 3/5AF = 3/5(10) = 30/5 or 6
→ X = -5 + 6 = 1
500
Suppose M is the midpoint of FG. Find each missing measure.
FM = 5x + 3, MG = 7x - 21 , FG = ?
What is 5x+3=7x-21
24=2x,x=12
FG=FM+MG=5(12)+3+7(12)-21=126?