Wednesday

September 24, 2014

September 24, 2014

Posted by **Krissy** on Monday, January 21, 2013 at 9:23am.

Rationalize each expression by building perfect nth root factors for each denominator. Assume all variables represent positive quantities.

1. 3/Square root 12

2. Square root 27/50 b The square root on this problem covers the whole problems.

3. -4/square root 20

4. square root 125/12n^3 The square root on this question covers the whole problem.

Simplify the following expressions by rationalizing the denominators were possible, state results in exact from and approximate form, rounded to hundredths.

5. 8/3 + square root 11

6. 6/square root x - square root 2

7. 7/ square root 7 + 3

8. Square root 10 - 3 / square root 3 + square root 2

9. 7 + square root 6/ 3-3 square root 2

Thanks for your help my professor is not at all helpful and the book that is provided only explains basic examples rather then some like what we have to work through.

- College Algebra -
**Reiny**, Monday, January 21, 2013 at 10:13amI will do #4 and #8 ,you try the rest and let me know where you run into problems

#4

-4/√20

= -4/(2√5) = -2/√5

= -2/√5 * √5/√5

= -2√5/5 , now check with your calculator to see if correct

#8

(√10 - 3)/(√3 + √2)

= (√10 - 3)/(√3 + √2) * (√3 - √2)/(√3 - √2)

= (√30 - √20 -3√3 - 3√2)/(3-2)

= √30 - 2√5 - 3√3 + 3√2

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