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Question 1 of 4
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Express both numbers as radicals. Get the square of 44 and add a radical sign.
| √48÷4√48÷4 |
== |
√48÷√16√48÷√16 |
42=1642=16 |
Apply the division property of square roots to simplify the expression
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|
√48÷√16√48÷√16 |
|
== |
√48÷16√48÷16 |
Divide |
|
== |
√3√3 |
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Question 2 of 4
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Express both numbers as radicals. Get the square of 33 and add a radical sign.
| √126÷3√126÷3 |
== |
√126÷√9√126÷√9 |
32=9 |
Apply the division property of square roots to simplify the expression
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|
√126÷√9 |
|
= |
√126÷9 |
Divide |
|
= |
√14 |
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Question 3 of 4
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Apply the division property of square roots to simplify the expression
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35√3÷5√3 |
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= |
(35÷5)√3÷3 |
Divide |
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= |
7 |
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Question 4 of 4
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Apply the division property of square roots to simplify the expression
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12√96÷3√2 |
|
= |
(12÷3)√96÷2 |
Divide |
|
= |
4√48 |
|
= |
16√3 |
