Information
You have already completed the quiz before. Hence you can not start it again.
You must sign in or sign up to start the quiz.
You have to finish following quiz, to start this quiz:
Loading...
-
Question 1 of 5
Incorrect
Loaded: 0%
Progress: 0%
0:00
Apply the multiplication property of square roots to simplify the expression
|
|
√3×√5√3×√5 |
|
== |
√3×5√3×5 |
Multiply |
|
== |
√15√15 |
-
Question 2 of 5
Incorrect
Loaded: 0%
Progress: 0%
0:00
Multiply the coefficients and then the radicands of each term
Multiply numerical coefficients
|
== |
24×√424×√4 |
Simplify |
|
== |
24×224×2 |
44 is a perfect square |
|
== |
4848 |
-
Question 3 of 5
Incorrect
Loaded: 0%
Progress: 0%
0:00
Multiply the coefficients and then the radicands of each term
Multiply numerical coefficients
|
== |
12×√4812×√48 |
Factor by finding smaller multiples of 4848 |
|
== |
12×√16×√312×√16×√3 |
Apply the Multiplication Property |
|
== |
12×4×√312×4×√3 |
1616 is a perfect square |
|
== |
48√348√3 |
-
Question 4 of 5
Incorrect
Loaded: 0%
Progress: 0%
0:00
Multiply the coefficients and then the radicands of each term
Multiply numerical coefficients
|
== |
24×√2124×√21 |
|
== |
24√2124√21 |
-
Question 5 of 5
Incorrect
Loaded: 0%
Progress: 0%
0:00
Apply the multiplication property of square roots to simplify the expression
|
|
√28×√3 |
|
= |
√28×3 |
Multiply |
|
= |
√84 |
|
= |
√4×21 |
Factor by finding smaller multiples of 84 |
|
= |
√4×√21 |
Apply the Multiplication Property |
|
= |
2×√21 |
4 is a perfect square |
|
= |
2√21 |
