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Walk the line
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It takes three
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Twins and siblings
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I’m always write.
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End Game
On your mark
Page 2 What is the intersection of line n and plane R?
100Check Answer
36123 x
Page 4 200
Check Answer
If G is between L and M on LM, and LG= 30, GM = 2x-5 and LM = 4x+5, find the LM.
Page 5 30 + 2x – 5 = 4x + 5
2x + 25 = 4x + 5
20 = 2x
x = 10; LM = 45
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Page 6 300
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a) Find AB if A (-2, 4) and B( -3,5)b) Find the midpoint of AB.
Page 7 300
2 3 4 5,
2 2
5 9,
2 2
Page 8 400
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0)3(2 x
0 01 (2 3) and 2 ( 3)x x
If angle 1 and 2 are complementary. What are the measure of the angles if
Page 9 400
(2 3) ( 3) 90x x
3 6 90x 3 96x
32x
1 61 , 2 29
Page 10 500
Check Answer
XZ bisects angle WXY. Find x.
Page 11 500
236 5x x 20 5 36x x
0 ( 9)( 4)x x
9; 4x x
Page 12 100
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1& 3
5& 3
3& 6
10 & 6
Name the special angle pair for each.
Page 13 100
1& 3 Corresponding
5& 3 Consecutive interior
3& 6 Alternate interior
10 & 6 Alternate exterior
Page 14 200
Check Answer
Find the slope of any line perpendicular to the line passing through G(2, -3) and H(-1, 4).
Page 16 300
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Write the equation of the line with the given description.
m= ½ and passes through (4, 6)
Page 17 300
y mx b 1
6 (4)2
b
6 2 b 1
42
y x
Page 18 Find the value of x.
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Page 19 400
2 2 8 40x x x 2 6 40 0x x
( 10)( 4) 0x x
10; 4x x
Page 20 500
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Given: angle 2 is supplementary to angle 7Prove: a // b
Page 21 See student work
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Page 22 100
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Classify the triangle below.
Page 24 Find the value of x
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Page 25 200
2 15 40 8 40x x x
3 55 8 40x x 15 5x
3 x
Page 26 Find the measure of the vertex angle
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Page 27 300
3 8 3 8 2 20 180x x x 8 36 180x
8 144x 18x
2 18 20vertex
56vertex
Page 28 Graph the line
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01643 yx
Page 29 Graphing Lines
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3 xy
Page 30 500
Check Answer
Classify the triangle with vertices A(-2, 3), B(2, 1), and C(-6, 1) as scalene, isosceles, or equilateral. Show your work to justify
your answer! Drawing a graph is not enough to justify your answer!
Page 31 Bonus!! Is it a right triangle? Justify.
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20AB
8BC
20AC
Page 32 Are the two triangles Congruent. Justify your answer
100Check Answer
Page 33 Congruent due to ASA (vertical angles)
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Page 34 200
Check Answer
ABCD=PLMNFind x and y
Page 36 Complete the proof
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Page 37 AIA = with // lines
BE=ED Def of mid ptSee student answers
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Page 39 400
Student workSee
Page 40 Find the value of x and y
500Check Answer
Page 41 500
3 5 10
2 3 6
x y
x y
6 10 20
6 9 18
x y
x y
2y
2y
3 5(2) 10x
0x
Page 43 Reflexive then
Tris = due to sss
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Page 45 A and D are = b/c substitution
So.. AB // ED if AIA = then lines are parallel
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Page 46 300
Check Answer
Angles that form a linear pair are adjacent.
Converse:Inverse:
Bi-conditional:
Page 47 Bonus, Determine if each statement is true or false. 1 point each.
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If two Angles are adjacent then they form a linear pair
If two Angles do not form a linear pair then they are not adjacent
Two Angles form a linear pair if and only if they are adjacent
Page 49 See Student work
Perpendicular bisector rule
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Page 51 See Student work.
Triangles = due to HL
cpctc is why angles =
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