Parallel lines cut by a Transversal- Solving for angles, Parallel Lines and Transversals Review, Triangle Sum Theorem, Triangle Exterior Angle Theorem, Parallel Lines Cut by a Transversal - Solve for x
x = 3
If m∠3 = (9x + 58)° and m∠6 = (14x + 53)°, What is x?
x = 8
If m∠3 = (9x - 7)° and m∠1 = (x + 57)°, What is x?
x = 69
If m∠6 = (3x - 87)° and m∠5 = (x - 9)°, What is x?
x = 13
If m∠6 = (4x + 45)° and m∠7 = (6x + 5)°, What is x?
x = 5
If m∠6 = (9x + 48)° and m∠3 = (10x + 37)°, What is x?
x = 6
If m∠7 = (3x + 14)° and m∠1 = (x + 26)°, What is x?
x = 11
If m∠7 = (4x + 64)° and m∠5 = (14x - 46)°, What is x?
x = 47
If m∠7 = (x + 9)° and m∠1 = (3x - 85)°, What is x?
120
If m∠7 = 60, what is m∠4?
x = 4
If m∠8 = (12x + 41)° and m∠7 = (10x + 51)°, What is x?
x = 85
If m∠8 = (2x - 17)° and m∠4 = (x + 68)°, What is x?
60
If the measure of Angle 8 is 60 then Angle 1 is ? degrees
parallel
|| means ___.
x = 1
Find the value of x
x = 145
Find the value of x
Alternate Interior Angles
Type of Angles?
<EFH
Angle ABF and angle ___ are corresponding angles.
x = 21
If m∠2 = (2x + 83)° and m∠8 = (8x - 43)°, What is x?
38.9 degrees
What is the third angle of a right triangle if one of the angles measures 51.1°?
Linear Pair
What type of angle pair are 5 and 6?
Vertical Angles
What type of angle pair are 6 and 7?
<2, <3, <6, <7
Which angles are supplementary to angle 4?
67 degrees
The supports of a wood table are in the shape of a right triangle. Find the third angle of the triangle if the measure of one of the angles is 23°.
Alternate Exterior Angles
Type of Angles?
Consecutive Interior Angles
Type of Angles?
Corresponding Angles
Type of Angles?
<1, <4, <5, <8
Which angles are supplementary to angle 6?
3, 6, 7
Which angles have the same measure as angle 2?
1, 4, 8
Which angles have the same measure as angle 5?
Line n
Which line is the transversal?
70
If the measure of Angle 6 is 70 then Angle 2 is ? degrees
100
If the measure of Angle 1 is 100 then Angle 5 is ? degrees
55
If the measure of Angle 1 is 125 then Angle 7 is ? degrees
30
If the measure of Angle 1 is 150 then Angle 6 is ? degrees
10
If the measure of Angle 1 is 170 then Angle 2 is ? degrees
20
If the measure of Angle 2 is 160 then Angle 1 is ? degrees
34
If the measure of Angle 2 is 34 then Angle 6 is ? degrees
42
If the measure of Angle 3 is 42 then Angle 6 is ? degrees
120
If the measure of Angle 3 is 60 then Angle 4 is ? degrees
105
If the measure of Angle 5 is 105 then Angle 4 is ? degrees
50
If the measure of Angle 5 is 130 then Angle 6 is ? degrees
135
If the measure of Angle 5 is 135 then Angle 8 is ? degrees
40
If the measure of Angle 5 is 140 then Angle 6 is ? degrees
45
If the measure of Angle 7 is 45 then Angle 2 is ? degrees
39 degrees
In XYZ, m∠Z = 113° and m∠X = 28°. What is m∠Y?
intersect
Parallel lines are lines that do not ___.
104 degrees
Find m∠A in ABC if m∠B = 38° and m∠C = 38°.
55 degrees
Find the missing angle measure
60 degrees
Find the missing angle measure
61 degrees
Find the missing angle measure
66 degrees
Find the third angle of a right triangle if one of the angles measures 24°.
x = -6
Find the value of x
x = 130
Find the value of x
x = 55
Find the value of x
x = 60
Find the value of x
x = 61
If m∠1 = (x + 59)° and m∠5 = (2x - 2)°, What is x?
x = 10
If m∠1 = (x + 98)° and m∠8 = (2x + 52)°, What is x?
x = 18
If m∠2 = (11x - 60)° and m∠6 = (13x - 96)°, What is x?
x = 20
If m∠2 = (5x + 39)° and m∠4 = (2x + 99)°, What is x?
x = 29
If m∠2 = (6x - 56)° and m∠4 = (x + 89)°, What is x?
x = 17
If m∠2 = (7x - 99)° and m∠4 = (3x - 31)°, What is x?
x = 9
If m∠3 = (5x - 27)° and m∠7 = (x + 9)°, What is x?
59
If m∠3 = 59, what is m∠7
x = 14
If m∠4 = (8x - 27)° and m∠8 = (2x + 57)°, What is x?
x = 19
If m∠4 = (8x - 50)° and m∠8 = (4x + 26)°, What is x?
x = 2
If m∠5 = (11x + 74)° and m∠6 = (15x + 54)°, What is x?
x = 15
If m∠5 = (2x + 37)° and m∠4 = (x + 98)°, What is x?
x = 25
If m∠5 = (5x - 30)° and m∠6 = (3x + 10)°, What is x?
x = 33
If m∠6 = (5x - 96)° and m∠2 = (x + 36)°, What is x?
x = 36
If m∠6 = (x + 50)° and m∠8 = (3x - 22)°, What is x?
x = 22
If m∠7 = (5x + 22)° and m∠5 = (2x + 88)°, What is x?
x = 7
If m∠7 = (5x + 82)° and m∠1 = (4x + 89)°, What is x?
x = 56
If m∠8 = (2x - 73)° and m∠6 = (x - 17)°, What is x?
121
If m∠8 = 121, what is m∠2
