Midpoint/Distance
Angles
Triangle Angles
Triangle Sides
Surprise!!
100
A line has endpoints (-2, 3) and (8, 7). What is the midpoint of the line?
(3, 5)
100
Solve for x
x=61 degrees
100
Find m<A. What theorems did you use?
X = 1/2, Theorems Used: Triangle Angle Sum Theorem.
<A= 54 degrees
100
Can these three sides make a triangle?
10, 8, 19
No
100
Which construction is being shown here?
Perpendicular Bisector
200
What is the length of the line segment with endpoints at (0,3) and (7, 13)?
sqrt 149
12.2
200
Solve for x. Then find the measure of these angles.
x=7 and measure of the angle=23
200
Find m<A. What theorems did you use?
X = 11, measure of A is 58 degrees
200
Can these three sides make a triangle?
13, 4, 9
No
200
If two angles form a linear pair, what other 2 angle relationships do they have?
Supplementary
Adjacent
300
How far apart are the points (-5, -2) and (3, -4).
sqrt68
8.24
300
Find q and m∠ABD
What is q = 22 and m∠ABD = 108?
300
Solve for the missing measurement <C
m<C = 40 degrees
300
What could the third side of the triangle be?
7, 5, ?
2<x<12
300
Order the sides from least to greatest
DE, EV, DV
400
The midpoint of a line is (2,5). If the first endpoint is at point (6, 4), what are the coordinates for the second endpoint?
(-2,6)
400
Find f
36 degrees
400
The measures of angles in a triangle are: A = 4x, G = 2x-10, and P = 4x + 10
Find the measure of all three angles
The measure of A = 72 degrees, G = 26 degrees, and P = 82 degrees.
400
If a triangle has the lengths of 16ft and 28 ft, which of the lengths below are a possible 3rd side? (not negatives, its to separate options) Give the RANGE AND which of the numbers below could be a third side!
- 34 ft
- 12 ft
- 29 ft
- 44 ft
12 < x < 44
- 34 ft
- 29 ft
400
Create your best drawing of an angle bisector construction.
Meadows Checks
500
What is the distance of the diagonal AC?
5.656
500
44, 44, 88
500
Find the missing angle measurement for <M
m<M = 78 degrees
500
Solve for the range of the missing third side of the diagram on the board.
Meadows Checks
500
Order from least to greatest, the perimeter is equal to 58
A
B C
<A, <B, <C
21+15+x= 58
x=22