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View Full Version : Maths help ,,,,agggainnn



Brian d marge
28th May 2007, 18:41
Sorry about this , but i keep getting the same answer , pretty sure somethings askew , as when I use this computer thingy it plots whot it should ( probably tired and cant see wood for trees

need to expand

0= ( X+7) ( X+3 ) ( X-2 )

the answer I keep getting is X^3 +8X^2+x -48

got a feeling thats a crap answer

Thanks in advance

Stephen

peasea
28th May 2007, 18:44
Sorry about this , but i keep getting the same answer , pretty sure somethings askew , as when I use this computer thingy it plots whot it should ( probably tired and cant see wood for trees

need to expand

0= ( X+7) ( X+3 ) ( X-2 )

the answer I keep getting is X^3 +8X^2+x -48

got a feeling thats a crap answer

Thanks in advance

Stephen

I'm no maths genius but I reckon you're right with your suggestion that it's a crap answer.

It's also a crap question.

WTF?

spookytooth
28th May 2007, 18:47
just get rid of the x its a letter not a number then its 7 or just go with xxxx and the ansers beer

NighthawkNZ
28th May 2007, 18:49
0= ( X+7) ( X+3 ) ( X-2 )
got a feeling thats a crap answer


42 :D









......

peasea
28th May 2007, 19:12
just get rid of the x its a letter not a number then its 7 or just go with xxxx and the ansers beer

Everyone loves an Einstein.........

or any stein for that matter.........

KoroJ
28th May 2007, 19:15
Might be: x^3 + 8x^2 + x - 42 ??

but it's been a long time since I did any of this stuff.

spookytooth
28th May 2007, 19:19
One afternoon at Cheers, Cliff Clavin was explaining the Buffalo Theory to his buddy Norm.
Here's how it went:

"Well ya see, Norm, it's like this. A herd of buffalo can only move as fast as the slowest buffalo. And when the herd is hunted, it is the slowest and weakest ones at the back that are killed first. This natural selection is good for the herd as a whole, because the general speed and health of the whole group keeps improving by the regular killing of the weakest members. In much the same way, the human brain can only operate as fast as the slowest brain cells. Excessive intake of alcohol, as we know, kills brain cells. But naturally, it attacks the slowest and weakest brain cells first. In this way, regular consumption of beer eliminates the weaker brain cells, making the brain a faster and more efficient machine. That's why you always feel smarter after a few beers."

The Pastor
28th May 2007, 19:23
THis is the expansion

[x^3] +[8x^2] -[5x] -[84]

I put the [] around so u can see the individual terms.

doc
28th May 2007, 19:26
x = 42 yep go for it

doc
28th May 2007, 19:30
THis is the expansion

[x^3] +[8x^2] -[5x] -[84]

I put the [] around so u can see the individual terms.
you haven't given an answer.

LardEmbargo
28th May 2007, 19:31
I dunno.

I got


x^3

+ 8x^2

+ x

= 42

so maybe x = 2?

but I probably arsed it up somewhere. It's maffs innit.

doc
28th May 2007, 19:36
I dunno.

I got


x^3

+ 8x^2

+ x

= 42

so maybe x = 2?

but I probably arsed it up somewhere. It's maffs innit.
Stay inside the square man. Unless your a freek !!!!

LardEmbargo
28th May 2007, 19:38
ok so now I've submitted it there's no way that can be right.

-sigh- I'm such a tard.

Back to the vegetable maffs class for me :(

Jantar
28th May 2007, 19:40
you haven't given an answer.
He has. But its the wrong answer.

KoroJ got it correct. Remember the task is to expand, not to solve.

LardEmbargo has solved it correctly.

The Pastor
28th May 2007, 19:53
you haven't given an answer.

Didnt say I had.


He didnt ask for one either.

peasea
28th May 2007, 20:06
One afternoon at Cheers, Cliff Clavin was explaining the Buffalo Theory to his buddy Norm.
Here's how it went:

"Well ya see, Norm, it's like this. A herd of buffalo can only move as fast as the slowest buffalo. And when the herd is hunted, it is the slowest and weakest ones at the back that are killed first. This natural selection is good for the herd as a whole, because the general speed and health of the whole group keeps improving by the regular killing of the weakest members. In much the same way, the human brain can only operate as fast as the slowest brain cells. Excessive intake of alcohol, as we know, kills brain cells. But naturally, it attacks the slowest and weakest brain cells first. In this way, regular consumption of beer eliminates the weaker brain cells, making the brain a faster and more efficient machine. That's why you always feel smarter after a few beers."

Best answer yet.
Or
Buffalo+(alc)+prarie_running=losing/race/vs.manwith.weapon=lessbuffalo

Quite right

42

Brian d marge
29th May 2007, 01:04
Sorry bout that busy day brain fade ,,, going round in circles . yes the question was , what do you reckon on this answer, i reckon its crap ?

Answer , because after I went down the garage and did some work I came back and it all came clear
the answer to life and all things was indeed 42

in the end i got X^3 +8x^2+x-42

which is what it should be .. as when I plot it , it fits over the data . , and all is well in the valley

Thanks one and all , Hope I can return the favor sometime

Stephen

Disco Dan
29th May 2007, 02:49
need to expand

0= ( X+7) ( X+3 ) ( X-2 )


0 = ( X + 7 )

( X + 3 )


( X -2 )


*expanded* :innocent: :shutup:

Albino
29th May 2007, 08:53
Bah editing not working. how do I delete a post

hazard02
29th May 2007, 14:21
Answer with bonus working:

(x+7)(x+3)(x-2)=0
(x^2 + 10x +21)(x-2)=0
(x^3 + 8x^2 +x -42)=0

Do I get a gold star?

hazard02
29th May 2007, 14:34
Thanks one and all , Hope I can return the favor sometime


I'll take you up on that.

Use the method of laplace transforms to find a solution of the initial value problem

Brian d marge
29th May 2007, 14:42
Answer with bonus working:

(x+7)(x+3)(x-2)=0
(x^2 + 10x +21)(x-2)=0
(x^3 + 8x^2 +x -42)=0

Do I get a gold star?

I cant afford a BSA on my money !!!! but yes thanks for the help

Stephen

rogson
29th May 2007, 14:55
x = 2 is one answer.
x = -7 and x = -3 are the other two.

Look at the equation - anything multplied by zero is zero.

Maha
29th May 2007, 15:08
All you needed to do was Calculate the compound interest of a Parabolic fration and divide it by the time it takes two men to mow a field of 6 acres....:yes:

The Stranger
29th May 2007, 15:12
All you needed to do was Calculate the compound interest of a Parabolic fration and divide it by the time it takes two men to mow a field of 6 acres....:yes:

You had that record too old timer?

Drum
29th May 2007, 15:30
x = 2 is one answer.
x = -7 and x = -3 are the other two.

Look at the equation - anything multplied by zero is zero.

Yep, but problem was to expand it, not solve it.

Maha
29th May 2007, 15:37
You had that record too old timer?

As luck would have it....CD also....:banana:
You dont know how fortunate are the circumstances mate

Brian d marge
29th May 2007, 15:41
The original question , was to find the time it too 2 Irish navies to dig 1/2 a hole and to fin the maxima and minima of the work rate so that i could reschedule tea breaks

they were most active just after sunrise , at X = 7

Stephen

avgas
29th May 2007, 15:46
Might be: x^3 + 8x^2 + x - 42 ??

but it's been a long time since I did any of this stuff.

Just did some scribble on paper and i think this guy is right.
Of course its true form would be either
0 = x^3 + 8x^2 + x - 42
or
42 = x^3 + 8x^2 + x
which we all know is the answer to the universe

avgas
29th May 2007, 15:48
I'll take you up on that.

Use the method of laplace transforms to find a solution of the initial value problem

Yes but what is the field effect for a point charge an infinite distance away..........God damn modelling

Horney1
29th May 2007, 19:53
x = 2 is one answer.
x = -7 and x = -3 are the other two.

Look at the equation - anything multplied by zero is zero.


I second the 2. (I didn't try the other two possibilities)

yes, I know that's solved not expanded but I plugged some numbers in a couple of the "solutions" on the first page and they don't give the same results as the initial question. So maybe they're incorrect if the expanded answer is just a variation on that question? Just a thought, it's been a long time since I've been near those!...