
ASB Week 5 Practice
Presentation
•
Mathematics
•
6th - 8th Grade
•
Practice Problem
•
Hard
Teresa Wheeland
FREE Resource
4 Slides • 21 Questions
1
Topics:
Angle Measurements
Quadratic Equation
2
Definition
3
Multiple Choice
EXAMPLE: Solve for x.
x=75
x=55
x=155
x=65
4
Multiple Choice
YOU TRY: Solve for x.
x=11
x=15.7
x=28.3
x=10
5
Multiple Choice
EXAMPLE: Solve for x.
x=38
x=32
x=180
x=128
6
Multiple Choice
YOU TRY: Solve for x.
x=16
x=32
x=−32
x=25.3
7
Dropdown
m∠1 =
m∠7 =
m∠4 =
8
Dropdown
m∠A =
m∠B =
m∠C =
9
Definition
10
Drag and Drop
m∠U =
m∠B =
m∠Q =
11
Multiple Choice
EXAMPLE: Solve for x.
4
8.2
7
5
12
Multiple Choice
YOU TRY: Solve for x.
−13
56
13
−48
13
Multiple Choice
EXAMPLE: Solve for x.
22
15
24
8
14
Multiple Choice
YOU TRY: Solve for x.
30
22.5
34.3
15
15
Multiple Choice
EXAMPLE: In ΔABC , the angles are in the ratio of 10:3:7. What is the largest angle?
90°
27°
63°
9°
16
Multiple Choice
YOU TRY: In ΔABC , the angles are in the ratio of 7:6:5. What is the smallest angle?
50°
70°
60°
10°
17
Multiple Choice
EXAMPLE: Find the exterior angle named.
129°
51°
100°
131°
18
Multiple Choice
YOU TRY: Find the exterior angle named.
156°
24°
77°
127°
19
Multiple Choice
EXAMPLE: Solve for x. What is m∠P ?
x=17 , so
m∠P=59°
x=6.2 , so
m∠P=69.8°
x=34 , so
m∠P=42°
20
Multiple Choice
YOU TRY: Solve for x. What is m∠A ?
x=−10 , so
m∠A=100°
x=2.9 , so
m∠A=29°
x=−16.7 , so
m∠A=166°
21
Formula
22
Multiple Choice
EXAMPLE: Solve for z using the Quadratic Formula.
x=2a−b±b2−4ac
z=−41, −3
z=−4, −31
z=−8−13±217
z=−8−13±145
23
Multiple Choice
YOU TRY: Solve for w using the Quadratic Formula.
x=2a−b±b2−4ac
w=−6, 12
w=−12, 6
w=−2−6±−252
w=−2−6±8
24
Multiple Choice
EXAMPLE: Solve for k using the Quadratic Formula.
x=2a−b±b2−4ac
k=±8
k=±16
k=20±−64
k=20±68
25
Multiple Choice
YOU TRY: Solve for m using the Quadratic Formula.
x=2a−b±b2−4ac
m=−4, −2
m=4, 2
m=2−6±12
m=2−6±60
Topics:
Angle Measurements
Quadratic Equation
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