Im really bad with math and i need some help.
I dont understand the procces of simplyfing.
ex: 2(3+x) + x(14x) +5

Im really bad with math and i need some help.
I dont understand the procces of simplyfing.
ex: 2(3+x) + x(14x) +5
Just start moving stuff around. You can bring the 2 and the x inside the "( )" then reorder.Originally Posted by LoKo1Wolf
Originally Posted by LoKo1Wolf
heres a hint
a(b+c) = ab + ac
It should be 2(3+x) + x(14x) + 5 = 0.
If you were to simplify this, you would go through the following steps:
 1. 2(3+x) + x(14x) + 5 = 0
2. 6 + 2x + x  8x^2 + 5 = 0
3. 8x^2 + 3x + 11 = 0
We can see that it's a quadratic equation, so we can simplify further by completing the square:
 4. 8x^2 + 3x = 11
5. x^2 + (3/8 )x = 11/8
6. x^2 + (3/8 )x + (3/16)^2 = 11/8 + (3/16)^2
7. x^2 + (3/8 )x + 9/256 = 11/8 + 9/256
8. (x + 3/16)^2 = 11/8 + 9/256
9. x + 3/16 = sqrt(11/8 + 9/256)
10. x =  3/16 + sqrt(11/8 + 9/256)
As for a simple example, take this 2(x  1) = x(1 + 2), to simplify we do this:
 1. 2x  2 = x + 2x
2. 2x  x  2x = 2
3. x = 2
4. x = 2
Now, substitute 2 for the x's in the above equation...
 1. 2(2  1) = 2(1 + 2)
2. 4  2 = 2  4
3. 6 = 6
Hope this helps!
Still lostOriginally Posted by DivideByZero
Originally Posted by rgba
 VV
1. 2(3+x) + x(14x) + 5 = 0 Multiply 2 by 3,
VV
2. 6 + 2x + x  8x^2 + 5 = 0 where the 2 & 8 come from?
3. 8x^2 + 3x + 11 = 0
Your answer was not the one i was refering to.Originally Posted by rgba
 VVVV
1. 2(3+x) + x(14x) + 5 = 0 Multiply 2 by 3, 2 by x, 2 by 4. but what happend to
the 1 in (14x) ?
dont you multiply the x by 1 and by 4 in x(14x)
V wouldnt it be: 6 + 2 x + x (18) + 5 = 0
2. 6 + 2x + x  8x^2 + 5 = 0
3. 8x^2 + 3x + 11 = 0
You might want to consider working in an area that does not require any mathematics. It is not a character flaw that you don't get mathematics, but I can see that mathematics is going to be frustrating for you. Some people can paint and some can do math. Painting is a valuable talent too. So are many other things. You should try to emphasize your strong points.Originally Posted by LoKo1Wolf
I like to emphasize my weak points, math is one of them. Im terrible at it as you can probably see so i work twice as hard to accomodate it. Theres nothing wrong with that, i just like to get better at what im not good at.
I think it's cool that you are trying to get better at math, but you should really be trying harder yourself. Why not get a book on arithmetic for starters, and work from there... Or have a look here: http://en.wikibooks.org/wiki/Beginning_Mathematics (that should be sufficiently simple for starters)
By the way, I made a sign mistake, I was very tired after all! It should be:
 4. 8x^2 + 3x = 11
5. x^2 + (3/8 )x = 11/8
6 x^2  3x/8 = 11/8
7. x^2  3x/8 + (3/16)^2 = 11/8 + (3/16)^2
8. x^2  3x/8 + 9/256 = 11/8 + 9/256
9. (x  3/16)^2 = 11/8 + 9/256
10. x  3/16 = sqrt(11/8 + 9/256)
11. x = 3/16 + sqrt(11/8 + 9/256)
and there are no solutions as the discriminant is negative, therefore there are no real solutions...
Thanks!!, im studying right now. Im on google books, im working up from Basic Math even though i already know it, you could say im reviewing.
I figured that question was a little challenging for me :wink: , even though i like a good challenge theres always a method for taking the opponent down . In this case why dont you give me a less complex equation so i can start to better understand simplification :? .
I already have, read my post again...
Ok so i learned how to simplify small problems
[(53)x7]
[(2)x7]
=14
These are some of the things i went over:
 Rational and Irrational Numbers
Symbols and terminology
Axioms of Addition and Multiplication
The Identity Element of Addition and Multiplication
Addition and Multiplicative Inverse and Reciprocal
Grouping Symbols
and Order of Operation.
Where should i go from there?
« visualizing nth degree equations  Rational numbers » 