Annoyed at thread drift

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Good thing we have an assault weapons ban in New Jersey.

Otherwise, instead of the following New Jersey Legal DPMS Lite Hunter in .243 Winchester,
I might have gotten a really dangerous assault weapon,
like a Ruger 10/22 with a folding stock or a Marlin 60.

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Agree, but math isn't high tech. Most people understand when you want to find the answer to a problem, certain basic steps should be followed. Let me give you an example:



[(3x^2-27)divided by 4)] times[ 8x^2) divided by(9-3x)]divided by [(x^2+3x) divided by 6]



Ok, to find the answer we can invert the third fraction then multiply straight across like this



(3x^2-27)(8x^2) 6

-------------------------------------

4(9-3x) (x^2+3x)





but first we can factor and cross cancel



(3(x-3)(x+3)(8x^2) 6

--------------------------------------...

-12(x-3) x (x+3)



after we cross cancel we get



=-12x





Or, to make it simpler, we can start by inverting the last fraction and multiplying:



3x² - 27 .. 8x² ....... 6

----------- * -------- * ----------

.... 4 ...... 9 - 3x . x² + 3x



Now you can do some factoring and canceling:

3(x² - 9) .. 8x² ...... 6

----------- * -------- * ----------

.... 4 ..... 3(3 - x) . x(x + 3)



You can cancel the 4 with the 8, remove the 3's and the x's.

(x² - 9) .... 2x ........ 6

----------- * -------- * ----------

.... 1 ...... (3 - x) . (x + 3)

Now x²-9 is a difference of squares which can be rewritten as (x - 3)(x + 3):



(x-3)(x+3) .... 2x ........ 6

-------------- * -------- * ----------

....... 1 ...... (3 - x) . (x + 3)



Cancel the x+3:

(x - 3) .. 2x .... 6

------- * -------- * ---

...1 ... (3 - x) .. 1



Now notice if you factor out a -1, you have 3-x which will cancel:

-1 .. 2x .. 6

--- * ---- * ---

.1 ... 1 ... 1



Multiply across and you get:

-12x



So you see, there isn't really anything high tech about it. It's just math and it's just plain fun. :rolleyes:


Ya I totally got that......


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Agree, but math isn't high tech. Most people understand when you want to find the answer to a problem, certain basic steps should be followed. Let me give you an example:

[(3x^2-27)divided by 4)] times[ 8x^2) divided by(9-3x)]divided by [(x^2+3x) divided by 6]

Ok, to find the answer we can invert the third fraction then multiply straight across like this

(3x^2-27)(8x^2) 6
-------------------------------------
4(9-3x) (x^2+3x)


but first we can factor and cross cancel

(3(x-3)(x+3)(8x^2) 6
--------------------------------------...
-12(x-3) x (x+3)

after we cross cancel we get

=-12x


Or, to make it simpler, we can start by inverting the last fraction and multiplying:

3x² - 27 .. 8x² ....... 6
----------- * -------- * ----------
.... 4 ...... 9 - 3x . x² + 3x

Now you can do some factoring and canceling:
3(x² - 9) .. 8x² ...... 6
----------- * -------- * ----------
.... 4 ..... 3(3 - x) . x(x + 3)

You can cancel the 4 with the 8, remove the 3's and the x's.
(x² - 9) .... 2x ........ 6
----------- * -------- * ----------
.... 1 ...... (3 - x) . (x + 3)
Now x²-9 is a difference of squares which can be rewritten as (x - 3)(x + 3):

(x-3)(x+3) .... 2x ........ 6
-------------- * -------- * ----------
....... 1 ...... (3 - x) . (x + 3)

Cancel the x+3:
(x - 3) .. 2x .... 6
------- * -------- * ---
...1 ... (3 - x) .. 1

Now notice if you factor out a -1, you have 3-x which will cancel:
-1 .. 2x .. 6
--- * ---- * ---
.1 ... 1 ... 1

Multiply across and you get:
-12x

So you see, there isn't really anything high tech about it. It's just math and it's just plain fun. :rolleyes:

You are an evil, twisted person. When I was in school, right after the War of 1812, people like you were sometimes found in their lockers months later. :D:D
 
Where's the original poster when we need him to keep this drifting??

My misses is a great cook.
 
The Drifters, now that was a great movie.... Or was that the Grifters? No matter...
 
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