Is this pre algebra problem correctly solved?

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    Algebra
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Discussion Overview

The discussion revolves around the correct approach to solving a pre-algebra problem involving polynomial expressions and their products. Participants explore the expansion of given expressions and clarify misunderstandings related to terminology and notation.

Discussion Character

  • Homework-related
  • Debate/contested
  • Conceptual clarification

Main Points Raised

  • One participant requests help finding the products of specific polynomial expressions, indicating confusion over notation.
  • Another participant clarifies that the small numbers represent powers, specifically cubed terms.
  • A participant presents a set of roots for a polynomial, claiming to have found them arithmetically, but this claim is challenged by another participant who doubts its correctness.
  • Some participants express that the original expressions provided do not constitute equations, as they lack equal signs, and emphasize that the task is about expanding expressions rather than solving equations.
  • There is a misunderstanding regarding the term "products," with one participant initially thinking it referred to roots.
  • Another participant attempts to clarify the notation used, suggesting that "^" denotes exponentiation and provides expanded forms of the expressions.

Areas of Agreement / Disagreement

Participants do not reach a consensus on the correctness of the initial claims or the interpretations of the expressions. Multiple competing views remain regarding the task at hand and the terminology used.

Contextual Notes

There are limitations in understanding due to language barriers and potential misinterpretations of mathematical terms and notation. The discussion reflects varying levels of familiarity with algebraic concepts.

eeeeee
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could some one help me fine the products with these problems.


-3x3(2x3 +3x-4)
 
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the little 3s mean to the third power
 
x1=x2=x3=0
x4=0.879615
x5= -0.439807 + i 1.44232
x6= -0.439807 - i 1.44232

I found arithmetically. I hope I'm right
 
I am pretty sure that is not the right answer
 
here are 2 others
1. (x+1)(x-2)2.(4x-2)(-x+3)
 
I've just checked my answers and they are absolutely right.
Unless you are not asking for the solution of the
-3(x^3) ( 2(x^3) + 3x - 4) = 0
What you've written (about the 2 others) has nothing to do.
 
i need to find the product of

1. (x+1)(x-2)2.(4x-2)(-x+3)
 
nvm i figured it out
 
(x+1)(x-2) = (x^2) -x -2 = 0 -> x1= 2
and x2= -1

(4x-2)(-x+3) = -4(x^2) +14x -6 =0 -> x1 = 3
and x2 = 0.5

But again, it has nothing to do with the first one.
 
  • #10
pendulum said:
(x+1)(x-2) = (x^2) -x -2 = 0 -> x1= 2
and x2= -1

(4x-2)(-x+3) = -4(x^2) +14x -6 =0 -> x1 = 3
and x2 = 0.5

But again, it has nothing to do with the first one.

Stop assuming what is being posted are equations because they are not. Do you see an equal sign in any of the above posts exclusing your own? The OP has posted expressions asking for help in expanding them, there is nothing to solve for since there is no equation at all.
 
  • #11
(Homework help should be posted in the homework help forums)
 
  • #12
Ok I'm sorry. Stop shooting! The problem is with my english.
 
  • #13
"=" has nothing to do with "English"!
 
  • #14
I thought products meant roots.
 
  • #15
Again, you're right. I 'm sorry.
 
  • #16
^ means to the power of.
Is this right?

-3x^3(2x^3 +3x-4) = -6x^6 - 9x^4 + 12x^3

(x+1)(x-2) = x^2 + x - 2x -2 = x^2 - x - 2

(4x-2)(-x+3) = -4x^2 + 2x + 12x - 6 = -4x^2 + 14x - 6
 

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