!
You must have JavaScript enabled to use this site.
Mathleaks
Mathleaks
Our Functions
News
Get Premium
Student
Parent
Sign In
Create Account
Dashboard
Leave Preview
Menu
Sign in
Create Account
Dashboard
Sign out
Loading course
MH
McGraw Hill Integrated II, 2012
View details
arrow_back
3. Simplifying Radical Expressions
0. Preparing for Integrated Math II
13 Subchapters
1. Quadratic Expressions and Equations
p. 3-89
20 Subchapters
2. Quadratic Functions and Equations
p. 91-165
20 Subchapters
3. Quadratic Functions and Relations
p. 167-223
17 Subchapters
4. Exponential and Logarithmic Functions and Relations
p. 225-271
14 Subchapters
5. Reasoning and Proof
p. 273-331
12 Subchapters
6. Congruent Triangles
p. 333-401
15 Subchapters
7. Relationships in Triangles
p. 403-471
16 Subchapters
8. Quadrilaterals
p. 473-539
14 Subchapters
9. Proportions and Similarity
p. 541-615
16 Subchapters
10. Right Triangles and Trigonometry
p. 617-711
21 Subchapters
11. Circles
p. 713-801
17 Subchapters
12. Extending Surface Area and Volume
p. 803-879
19 Subchapters
13. Probability and Measurement
p. 881-941
14 Subchapters
Start
arrow_right
Exercises
p. 248-250
84 Solutions
1
p. 248
2
p. 248
3
p. 248
4
p. 248
5
p. 248
6
p. 248
7
p. 248
8
p. 248
9
p. 248
10
p. 248
11
p. 248
12
p. 248
13
p. 248
14
p. 248
15
p. 248
16
p. 248
17
p. 248
18
p. 248
19
p. 248
20
p. 248
21
p. 248
22
p. 248
23
p. 248
24
p. 248
25
p. 248
26
p. 248
27
p. 248
28
p. 248
29
p. 248
30
p. 248
31
p. 248
32
p. 248
33
p. 248
34
p. 248
35
p. 248
36
p. 248
37
p. 249
38
p. 249
39
p. 249
40
p. 249
41
p. 249
42
p. 249
43
p. 249
44
p. 249
45
p. 249
46
p. 249
47
p. 249
48
p. 249
49
p. 249
50
p. 249
51
p. 249
52
p. 249
53
p. 249
54
p. 249
55
p. 249
56
p. 249
57
p. 249
58
p. 250
59
p. 250
60
p. 250
61
p. 250
62
p. 250
63
p. 250
64
p. 250
65
p. 250
66
p. 250
67
p. 250
68
p. 250
69
p. 250
70
p. 250
71
p. 250
72
p. 250
73
p. 250
74
p. 250
75
p. 250
76
p. 250
77
p. 250
78
p. 250
79
p. 250
80
p. 250
81
p. 250
82
p. 250
83
p. 250
84
p. 250
Continue to next subchapter
search
Exercise
19
Page
248
Page
248
Hint & Answer
Solution
more_vert
add_to_home_screen
Open in app (free)
share
Share
feedback
Report error
handyman
Digital math tools
table_chart
Geogebra classic
We can simplify the expression by rewriting the number under the
square root
as the
product
of at least one
perfect square
factor.
sqrt(72)
SplitIntoFactors
Split into factors
sqrt(36* 2)
SqrtProd
sqrt(a* b)=sqrt(a)*sqrt(b)
sqrt(36)* sqrt(2)
CalcRoot
Calculate root
6sqrt(2)
Operating with Square Roots
Level 1 exercises - Operating with Square Roots
Level 2 exercises - Operating with Square Roots
Level 3 exercises - Operating with Square Roots
Subchapter links
expand_more
arrow_right
Exercises
p.248-250
1
Exercises
2
(Page 248)
Exercises
3
(Page 248)
Exercises
4
(Page 248)
Exercises
5
(Page 248)
Exercises
6
(Page 248)
Exercises
7
(Page 248)
Exercises
8
(Page 248)
Exercises
9
(Page 248)
Exercises
10
(Page 248)
Exercises
11
(Page 248)
Exercises
12
(Page 248)
Exercises
13
(Page 248)
Exercises
14
(Page 248)
Exercises
15
(Page 248)
Exercises
16
(Page 248)
Exercises
17
(Page 248)
Exercises
18
(Page 248)
Exercises
19
(Page 248)
Exercises
20
(Page 248)
Exercises
21
(Page 248)
Exercises
22
(Page 248)
Exercises
23
(Page 248)
Exercises
24
(Page 248)
Exercises
25
(Page 248)
Exercises
26
(Page 248)
Exercises
27
(Page 248)
Exercises
28
(Page 248)
Exercises
29
(Page 248)
Exercises
30
(Page 248)
Exercises
31
(Page 248)
Exercises
32
(Page 248)
Exercises
33
(Page 248)
Exercises
34
(Page 248)
Exercises
35
(Page 248)
Exercises
36
(Page 248)
Exercises
37
(Page 249)
Exercises
38
(Page 249)
Exercises
39
(Page 249)
Exercises
40
(Page 249)
Exercises
41
(Page 249)
Exercises
42
(Page 249)
Exercises
43
(Page 249)
Exercises
44
(Page 249)
Exercises
45
(Page 249)
Exercises
46
(Page 249)
Exercises
47
(Page 249)
Exercises
48
(Page 249)
Exercises
49
(Page 249)
Exercises
50
(Page 249)
Exercises
51
(Page 249)
Exercises
52
(Page 249)
Exercises
53
(Page 249)
Exercises
54
(Page 249)
Exercises
55
(Page 249)
Exercises
56
(Page 249)
Exercises
57
(Page 249)
Exercises
58
(Page 250)
Exercises
59
(Page 250)
Exercises
60
(Page 250)
Exercises
61
(Page 250)
62
engineering
63
engineering
64
engineering
65
engineering
66
engineering
67
engineering
68
engineering
69
engineering
70
engineering
71
engineering
72
engineering
73
engineering
74
engineering
75
engineering
76
engineering
77
engineering
78
engineering
Exercises
79
(Page 250)
Exercises
80
(Page 250)
Exercises
81
(Page 250)
Exercises
82
(Page 250)
Exercises
83
(Page 250)
Exercises
84
(Page 250)
Loading content