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1. I learned how to distribute better.
2. Multiply polynomials
3.
2 things I wonder:
1. How you got 14 on number 5 on the worksheet

2.

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1. I learned that you can also use the box method for this
2. I learned that it's not so hard to multiply polynomials
3. I learned that you use the distributive property to solve these
1. Are there different methods to solve this?
2. What will we learn next and will it be related to this
1. Im excited that I actually understand this

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i wonder how

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i learned how to solve polynomials, i dont have any question, im exc

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I learned what "i" meant, the square root of -1.  I learned how to distribute polynomials with 3 terms, and that sometimes they are cubed.
I wonder if they will get any more difficult and how they will help us in the future.
I'm e

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1. Multiply Polynomials
2. Distributing
3. Using Squares to solve
QUESTIONS:
1. How will this help us in the future?
2.....

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3 things I learned:
1.disribution
2.

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I have learned how to do it without illustrating the box, to double check my answers, and that I like these types of problems.

What will come next after learning to multiply? and will I like it as much as this?

Im excited about  learning new things

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3 Things I learned:
1.) The way to solve these problems are to distribute.
2.) Different ways to solve polynomials
3.) That the box thing is also a great method to solve polynomials

2 Questions:
I understood this topic and I really don't have any other questions other than the ones that have already been answered for me.

1 Exciting thing:
I am excited that I understood this topic and that it was easy for me.

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3 things I learned:
- The biggest priority in multiplying polynomials is to combine like terms, and to work from there
- Bees don't fly in rain
- Bees don't actually defy the laws of physics

2 questions:
- I wonder if we could go over this like terms business as a class, just once more.
- How did that bee myth start?

1 thing I'm excited for:
-Trumps presidency

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3 things: I learned how to use the box method, how to multiply polynomials,  and distribute with foil method.
2 questions: How this will help us in what were learning?
Any other ways to solve this?
1 thing I'm excited
I am excited to past this semester hopefully.

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3 things I learned:
- how to distribute
- how to better use the box method
- how to simplify and square variables that you multiply together.
2 Questions:
- Are there other ways to distribute?
- What other math problems can we use the box method. Can we use it for Division?
I'm excited for:
-

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1. I learned how to multiply polynomials a little .
2. How to  find the answer
3. I learned how to distribute
I want  to get better at this

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three things I learned
1. the key to solving these problems are to distribute carefully.

2. I also learned double check my work, especially if you feel like you are missing something.

3. I learned to multiply polynomials. The first time around. Much proud

Questions?
Na man, got it :)

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3: that the box thing was just the distributive propety, I'm good at doing these types of problems, a different why to multiply polynomials
2: is there a step after this we'll have to learn?, what's the next thing we will learn and how is it related to this
1: I understand what's going on in this class now

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I learned how to use the distributive property when it's one coefficient outside of an expression within parenthesis. I would like to learn how to use it in more situations.

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I learned how to:
- solve polynomials
- Properly distribute
- I also learned that teamwork is important

Questions
- do we have to have a question?

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I learned how to use the box system, how to use the foil method, and how to combine liked terms. I wonder how this will help us in the real world. I also wonder how to rewrite product terms. I am excited

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I wonder how this could be used in other areas of math

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I wonder where the practical applications for this lie in the real world, and how we could make the theoretical, physical.

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ABdo Shamsaldeen

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5)

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6) 8n^2+24n+6
3)-4x^2-6
7)6x^2-20x-6

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I wonder if there is an easier way to explain these?

Could I get help?

I learned how to multiply polynomials.
It was more simple than I thought.
I can do this.

Im exited to get better.

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I noticed that this method can be used to multiply polynomials faster that the box method.

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I notice that there is distribution involved.
I wonder why these problems are not as complicated to solve.

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is there any other ways to get an answer. ?

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i noticed that the animation let us know that to combine like terms after multiplying

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you must combine like terms after you finish multiplying.

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I wonder if you can use the box method in this one to

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I wonder how to be less confused about all of this.

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I wonder if we can use the box method to answer these problems.

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I wonder if there are different ways of doing this

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I notice That the polynomials go with other polynomials

that have an Variable and exponent go with their own kind.

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I notice that there is a lot of distributing.

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I wonder why we needed to distribute both numbers in the first equation.  and if there was another way to figure it out

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I noticed that we used the distributive property

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I WONDER HOW THIS WILL HELP US WITH WHAT WE'VE RECENTLY BEEN LEARNING

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I wonder if distributing is the only way to get the answer.

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I wonder if we are going to do other things them multiplication

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I notice its all distribution and combining like terms

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I NOTICE THAT THEY'RE USING THE DISTRIBUTING PROPERTY

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I notice that this is all very confusing and I am in need of help

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I notice that we are doing some multiplication

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I notice that after distributing it out you can combine like numbers

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I notice that the method that used to solve the problem is distribution

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I notice that the answers are keeping the X and X^2, and that to get the answer you have to distribute.

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I wonder if I can actually do this write... I understand the concept but sometimes doing it is harder.

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I wonder if solving it without extending it out would make it look less confusing.

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I noticed that when we

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I notice that there is distribution involved.
I wonder why it isn't so challenging.

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We are working with the distributive property

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I notice that you distribute to every term.

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I wonder why the problems are extended instead of just solving them the way they are.

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i wonder why we went from that box method to dis

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I wonder if we absolutely have to multiply polynomials using the box illustration

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I notice that there is distribution involved.
I wonder why these problems are not complicated to do since it involves polynomials.

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I notice that you have to distribute to solve

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I notice that the problems were extended into long but simpler answers.

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I noticed that we distribute a lot.

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I wonder.....

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I notice that....

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