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1) ^3 square root of - 8/27

2)square root of 13 times the square root of 5

3) -9 - square root of 108/3

4) 6 - the square root of 20/2

Please I need help with these four questions

2006-12-10 10:44:33 · 4 answers · asked by lailani l 1 in Education & Reference Homework Help

4 answers

1. 3rdrt(-8)=-2
3rdrt(27)=3
2/3

2. You can multiply in the radical, ie sqrt(3)*sqrt(2)=sqrt(6)
so 2 is sqrt(65)

3. We'll ignore the -9 for now
sqrt(108)/sqrt(3)
You cannot have a radical in the denominator, multiply by sqrt(3)
sqrt(108*3)=sqrt(324)
Sqrt(324)=18
Now we have 18 over the denominator of sqrt(3) sqared, which equals 3
18/3=6
(Here's the -9 again) -9-6=
-15

4. We'll ignore the 6 for now
Sqrt(20)/sqrt(2)
Same as the last problem, you can't have a radical in the denominator, so we multiply the numerator and denominator by sqrt(2), giving us sqrt(40)/2
You can pull out a perfect sqare, 4, from sqrt(40), giving us a 2sqrt(10)/2
The twos cancel eachother out, so now we have sqrt(10)
Bringing the 6 back into the expression, we can't simplify it anymore without a calculator
6-sqrt(10)

2006-12-10 10:56:28 · answer #1 · answered by plasticglasses24 4 · 0 0

1. I hope you mean the cube root, cuz then it's easy. What cubed is 8? (2) what cubed is 27? (3) Cube root of 8/27 is 2/3 BECAUSE (2/3)^3 = 8/27

2. You can simplify neither one. When you have two square roots multiplied, you can multiply them under one radical. 13*5 = 65. You can't really do anything with 65 (i.e., take out 4, 9, 16, etc.), so just leave it.

3 & 4. What is the "9" and the "6" there for? Do you just mean square root of 108/3? PLEASE EDIT

2006-12-10 10:51:38 · answer #2 · answered by yagtag_7 2 · 0 0

anybody has different and individual evaluations, so for each opinion there's a minimum of one million individual interior the international with the alternative opinion. subsequently, it isn't accessible for anybody to be incorrect. anybody is incorrect faster or later of their life even with the truth that, if thats what you meant. you're being very imprecise. once you're only attempting to sound profound then I advise you paintings on that some extra.

2016-11-25 19:28:06 · answer #3 · answered by fette 4 · 0 0

I'm tired of doing adolescent homework.......

2006-12-10 10:47:27 · answer #4 · answered by bon b 4 · 0 0

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