What word means points on the same line?
Collinear
What is the length of GJ if Point G is between Points H and J, and HJ is 15 cm and GH is 9 cm?
6 cm
Angle STU is obtuse (greater than 900) and point R lines in the interior of angle STU and lies on ray TR. Draw the picture described.

Find the midpoint of the following points: (-2, 4) (6, 8).
(2,6)
What do the words sum and product mean in math?
Add and multiply
What is the of the length of Segment AC if B is between points AC? AB = 50 BC = 38
88
B is between A and C on line segment AC. Find AB if AB = 3x + 4, BC = 2x - 9, and AC = 45
AB = 34
Angle MNP is 390 and point O lies in the interior of angle MNP and on ray NO. Given that angle MNO is congruent to angle NOP, find the measure of both angle MNO and angle ONP.
mangleMNO = 19.5^o
mangleONP = 19.5^o
If two angles add up to 90 degrees they are _______. If two angles add up to 180 degrees they are ______.
Complimentary and Supplementary
How do you write the Segment Addition Postulate equation for the Line Segment AC if B is between points A and C.
AB + BC = AC
Given that T lies in the interior of angle MAH and on the ray AT, write the angle addition postulate for the created picture. (Remember you are referring to numbers so you must use the correct notation for this situation.)
mangleMAT + mangleTAH = mangleMAH
Student A lives at (2,7) and Student B lives at (5,6). They are trying to find who lives closer to school (4,1). Which student lives closer to school?
Student B lives closer at √(26) units, while student A lives √(37) units away.
Find the slope of the perpendicular bisector of the line segment AC that has endpoints A: (4, 9) and B: (1, 11).
Slope = +3/2
The angle relationship for two opposite angles that are created by 2 intersecting lines. (name it and state their relationship to each other)
Vertical Angles, congruent
C is the midpoint between AB. AC = 4x + 9 and AB= x2 -2. What does x equal?
x = 10
Line segment MN has endpoints at M(2, -4) and N(4,0) and is split into two equal pieces. What is the length of one of those pieces?
√5 units
Line segment JK lies on a coordinate plane with points J(-3, -6) and point K (7, 10). Find the equation of the perpendicular bisector of line JK in point slope form.
Slope: -5/8
Midpoint: (2,2)
y - 2 = -5/8(x - 2)