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Sep 8 2014 05:32pm
Please teach me how to simplify each radical expression..
Please explain how to do numbers 1,2,4,5,9,20, and 40.
If you help me with those, i should be able to do the rest as i am trying to understand how to do it..
Or you can give me the answers to 1-48 *wink*


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Sep 8 2014 05:46pm
I can't help you, but maybe you could help me.
I think i'm doing my work correctly but maybe you could me.

1/2 - 1/3p = 4/3
and
(x+2)(x-3)=(x+3)^2
(thats to the 2nd power at the end)

if you could give me the solution so I can double check my answers.
if not, thanks anyways, goodluck finding your help!
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Sep 8 2014 05:51pm
Quote (Iffy00 @ Sep 8 2014 07:46pm)
I can't help you, but maybe you could help me.
I think i'm doing my work correctly but maybe you could me.

1/2 - 1/3p = 4/3
and
(x+2)(x-3)=(x+3)^2
(thats to the 2nd power at the end)

if you could give me the solution so I can double check my answers.
if not, thanks anyways, goodluck finding your help!


I am really bad at algebra, aren't you suppose to use F.O.I.L method?
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Sep 8 2014 05:56pm
Quote (OscarT200 @ Sep 8 2014 05:51pm)
I am really bad at algebra, aren't you suppose to use F.O.I.L method?


ya, and then reduce, I just feel like i'm doing it wrong still.
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Sep 8 2014 06:04pm
Still ISO help please. :cry:
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Sep 8 2014 06:08pm
can help for fg
Member
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Sep 8 2014 06:14pm
Quote (JDota72 @ Sep 8 2014 06:08pm)
can help for fg


does that come with a free bj? Just help this guy...
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Sep 8 2014 06:18pm
Quote (JDota72 @ Sep 8 2014 08:08pm)
can help for fg


JDota72, please bro, i really don't want to spend my forum gold, please!

Quote (Iffy00 @ Sep 8 2014 08:14pm)
does that come with a free bj? Just help this guy...


Thanks bro! :hug:
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Sep 8 2014 06:45pm
1) Square roots are in their simplest form when there is no square factors.

For example √33.

Its factors are 3 and 11, neither of which is a square number.


2) "Remove" the square root.

In your example #1, √32.

What are the factors that comprise 32?

√16 * √2

Take out the square root of 16, which you know is 4.

√32 can be re-written as 4√2



This thoerem can be re-written as : √AB = √A * √B

An easier one to see may be √100

√100
=√4*25
=√4 * √25
= 2 * 5
= 10


Following these two major rules should help you finish the rest of the assignment. the other stuff has to do with remembering exponent rules, etc.
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Sep 8 2014 06:57pm
Quote (nlin @ Sep 8 2014 08:45pm)
1) Square roots are in their simplest form when there is no square factors.

For example √33.

Its factors are 3 and 11, neither of which is a square number.


2) "Remove" the square root.

In your example #1, √32.

What are the factors that comprise 32?

√16 * √2

Take out the square root of 16, which you know is 4.

√32 can be re-written as 4√2



This thoerem can be re-written as : √AB = √A * √B

An easier one to see may be √100

√100
=√4*25
=√4 * √25
= 2 * 5
= 10


Following these two major rules should help you finish the rest of the assignment. the other stuff has to do with remembering exponent rules, etc.


You are a savior to my fate, thank you so much!
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