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Algebra? HALP!

Blogs > Hawk
Post a Reply
QuanticHawk
Profile Blog Joined May 2007
United States32117 Posts
March 14 2008 03:52 GMT
#1
All of this bullshit has to be in by tomorrow night. Im leaving for vacation at like 1 am sat morning. So I figure it's best I give this shit a crack now. Ill be posting questions as I get to them for all the math whizzes. Thanks in advance~

27a^2 - 21ab - 20b^2

is there anything that fits this? (a+b = -21 / a x b = -540) I cant find it.



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randombum
Profile Blog Joined April 2007
United States2378 Posts
March 14 2008 04:00 GMT
#2
I don't get the question
EmeraldSparks
Profile Blog Joined January 2008
United States1451 Posts
March 14 2008 04:00 GMT
#3
-36 + 15 = -21
(-36)(15) = -540

Find the prime factorization of 540 and see if it has two factors which differ by 21 (as bonus one must be even other odd and both must have factor of three gogogo).
But why?
QuanticHawk
Profile Blog Joined May 2007
United States32117 Posts
March 14 2008 04:04 GMT
#4
^ means it's an exponent. you're factoring. to get the answer, youve got to find two numbers whose sums equal the middle # (-21) and two numbers that = --540 ( 27 x -20) when multiplied.

2nd question, since my piece of shit online program doesnt show me how to do this one...

Factor the following by first factoring out the greatest common factor then factoring the trinomial that remains.

x^2 (5x + 9) + 4x (5x + 9) + 3 (5x + 9)
PROFESSIONAL GAMER - SEND ME OFFERS TO JOIN YOUR TEAM - USA USA USA
randombum
Profile Blog Joined April 2007
United States2378 Posts
March 14 2008 04:05 GMT
#5
What level math is this? I thought I knew my algebra but this is confusing, particularly
27a^2 - 21ab - 20b^2 <--- I don't understand what that means with no A, B, or =. Unless we are solving for a+b = -21 / a x b = -540 for A and B and just plugging in the numbers. But then why is a+b = -21 / a x b = -540 in parentheses
EmeraldSparks
Profile Blog Joined January 2008
United States1451 Posts
March 14 2008 04:05 GMT
#6
Use the distributive property to pull out the common term.
But why?
pachi
Profile Joined October 2006
Melbourne5338 Posts
March 14 2008 04:07 GMT
#7
(5x +9) (x+1) (x+3)
Moderatorpachi fanclub http://goto.tl/6DI9 。◕‿◕。
QuanticHawk
Profile Blog Joined May 2007
United States32117 Posts
Last Edited: 2008-03-14 04:12:03
March 14 2008 04:08 GMT
#8
The paranthesis was me showin the forumla, my bad

edit: thanks es

and pachi
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QuanticHawk
Profile Blog Joined May 2007
United States32117 Posts
March 14 2008 04:45 GMT
#9
thanks all.

ima post some more tomorrow. im callin it a night.
PROFESSIONAL GAMER - SEND ME OFFERS TO JOIN YOUR TEAM - USA USA USA
QuanticHawk
Profile Blog Joined May 2007
United States32117 Posts
March 14 2008 23:11 GMT
#10
woooo, time to finish this shit!!

factor x^6 - 4096

i got (x^3-64)(x^3+64). why is it telling me this is wrong? ><

same thing for x^4 - 256

i got (x^2-16)(x^2+16), isn't that correct?
PROFESSIONAL GAMER - SEND ME OFFERS TO JOIN YOUR TEAM - USA USA USA
Chill
Profile Blog Joined January 2005
Calgary25991 Posts
March 14 2008 23:42 GMT
#11
Some of those are difference of squares / sum of cubics and can factored further. I haven't taken this in awhile so I could be wrong.
Moderator
QuanticHawk
Profile Blog Joined May 2007
United States32117 Posts
March 14 2008 23:47 GMT
#12
The two I just wrote are diff of squares, but this damned online program is showing them as wrong, that's my point, haha. I know this is basic shit, but I havent seen it in ages, which is why it's here~
PROFESSIONAL GAMER - SEND ME OFFERS TO JOIN YOUR TEAM - USA USA USA
[r]h_probe
Profile Blog Joined October 2002
United States188 Posts
March 14 2008 23:51 GMT
#13
for x^4 - 256

you get (x^2-16)(x^2+16)

then

(x-4)(x+4)(x^2+16)

for x^6-4096 you started off fine just keep going
Jonoman92
Profile Blog Joined September 2006
United States9106 Posts
March 15 2008 00:30 GMT
#14
Guess and check ftw on the 2nd one.
QuanticHawk
Profile Blog Joined May 2007
United States32117 Posts
Last Edited: 2008-03-15 01:40:29
March 15 2008 01:36 GMT
#15
4x^2 - 4x + 1 - 25b^2

this is prime, correct?

also clueless as to what to do here:

x^2 + 4bx - 7ax - 28ab
PROFESSIONAL GAMER - SEND ME OFFERS TO JOIN YOUR TEAM - USA USA USA
EmeraldSparks
Profile Blog Joined January 2008
United States1451 Posts
March 15 2008 04:34 GMT
#16
The fact that there is a negative square term should tip you off, and suggests difference of squares.

You should also try and separate terms like the second into two terms of two and see if they share a common factor (which is easier to see once you write them separately.)
But why?
fight_or_flight
Profile Blog Joined June 2007
United States3988 Posts
March 15 2008 05:45 GMT
#17
Here ya go:
http://www.purplemath.com/modules/specfact2.htm

x^6 - 4096 = (-4 + x) (4 + x) (16 - 4 x + x^2) (16 + 4 x + x^2)

x^4 - 256 = (-4 + x) (4 + x) (16 + x^2)

4x^2 - 4x + 1 - 25b^2 = -(1 + 5 b - 2 x) (-1 + 5 b + 2 x)

x^2 + 4bx - 7ax - 28ab = prime??
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