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Step 1
Write down the radical expression.
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Step 2
Simplify the first term. (The square root of 9 is 3.)
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Step 3
Rationalize the first term. Multiply the term by a fraction equivalent to 1 using the radical as both the numerator and denominator.
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Step 4
Simplify the rationalized first term. (The square root of 25 is 5.)
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Step 5
Simplify the second term. (Write the term over 1.)
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Step 6
Rationalize the second term. Multiply the term by a fraction equivalent to 1. If possible, use a number that will give us a denominator common to that of the first term in Step 4. (Which is 5 here.)
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Step 7
Simplify the rationalized second term. (It is not possible here.)
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Step 8
Write down the complete expression with the answers from Step 4 and Step 7.
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Step 9
Merge the numerator over the common denominator, if one exists. (5 here.)
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Step 10
Complete the order of operations to get the answer.
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Step 11
Simplify the answer, if possible. (It is not possible here.)
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Step 1
Write down the radical expression.
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Step 2
Repeat Steps 2 through Step 7 from Section 1 above.
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Step 3
Write down the complete expression.
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Step 4
Merge the numerator over the common denominator, if one exists. (5 here.)
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Step 5
Complete the order of operations to get the answer.
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Step 6
Simplify the answer, if possible. (It is not possible here.)











Comments
talw said
on 7/9/2009 From step 9 to step 10 should the answer be 8 radical 5 divided by 5 instead of 5 radical 5 divided by 5? Thank you.