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Vs + Ico Gw18)c 3)818x? 21) 37+1 &20)@...

Question

Vs + Ico Gw18)c 3)818x? 21) 37+1 &20)@

Vs + Ico Gw 18) c 3)8 18x? 21) 37+1 & 20) @



Answers

Divide. $$ \left(20 c^{2}+23 c-7\right) \div(c-1) $$

And the Knights will never change. Each of the seven pillars that support this temple are protected by seven generals. Second test of the audio and the thing means winner cannot be destroyed without first taking out the room to go there by. It is impossible for anyone to break you out of here, citing two Are you brought this entirely upon yourself? A veena. So if you come around to the idea of ruling Earth with me, as I have explained to you numerous times already, the Knights of Athena will arrive without things and absolutely crushed all of your dreams and ambitions. We shall see about that.

All right. So the problem is to solve 20 c squared plus 23 C minus seven, divided by C minus one. And we're solving division with polynomial is what we're gonna want to do is we're going thio first. Want Thio, right? Are dividend in greatest, the lowest powers, which is what I've done here we see 20 square plus 23 C minus seven and really, we're gonna do that is just gonna make the long division simpler to go through. So I've gone ahead and done that part already. Now we just need to do the division, so I need to figure out. See, Time's what gets me 20 c squared will see times 20 c gets me 20 c squared. So now I'm going to multi ball terms of my divisor. Times 20. See? So 20 c squared. All right, now, negative one times 20. See? That'll be a negative 20 c. Now we're doing this. Make sure prince sees around the product and then the subtraction and solution bar. It's real easy to mess it up if you don't have the princes to keep track of our distribution snow and distribute the negatives. So 20 C squared minus 20 c square of lot zero. A positive 23 C minus a negative 20. See, that's the same 23 C plus 20 C or 43 C. That's positive. Well, let me write that a little better, Okay? And then we bring down the negative seven. Justus, if we would if we were doing long division, um, of just numbers, it means go again. So see, Time's what gets me for three. See? Well see times 43. Well, give me 43 c 43 times negative One is negative. 43 began. Prince sees Attraction Sign Equal bar. So 43 c minus 43 c is zero negative. Seven minus and negative. 43 is the same as negative seven plus 43 and number seven plus 43. That is 36 because 36 plus seven is 43. Now we're technically done. Besides writing out the remainder bit, because there's nothing I can multiply, see times to get 36 says this. 36 has no Seiko uh, see, in its term, there's no way to multiply this C minus one times something and get 36. So my solution. That's right, that a little better solution is 20 see plus 43 plus our remainder, which was 36 divided by C minus one. Because we didn't we weren't able to multiply C minus one time something to get 36. So our remainder has to be some portion of the divisor, and that's why we write it as this fracture, and that is our answer.

Okay when I start up with my first cold Roddick. 30 s word. Close. 38. A minus 20 1st thing I'm gonna do is take out my court, My G c f. So in that case, I would have to. When I divide, he's turned by two unlocked with 15 a square. Plus 19 eh? Minus 10. I like to encourage my students to go ahead and write that to down where you're gonna put your answer, cause that DCF just disappears this point forward, we're gonna go ahead and find the term that's gonna replace or 19 eh? So I've got negative 1 50 and then about this 19 on the bottom. So to get this, I'm gonna do How about 25 6? Where six has to be negative. 25 times negative. Six gives me negative 150. 25 minus six. Gives me 19. So I got 15. A square was 25 a minus six. A minus 10. At this point, I can go ahead and group them into twos and start taking out the G c A. My first to have five A in common. If I divide by five A. That would leave me with three a plus fly my last to be real careful when you take that negative. So I got negative too. Six a divided by that negative to say about it by negative two is gonna be three A and the negative tend about about negative to its plus. So this is gonna be one of my factors. The three a plus five by other factor will be the two terms on the outside. We're gonna combine them. And that's my other factors. So I got two times three a plus, five times five a minus two equals 30 a squared plus 38 plus negative for me.

Our problem is to multiply in square foot seven in my estate, over in minus one times in squared, minus four over and squared plus six and minus 16. And these other problems we want to do is write everything in it's factored form and see what we'll divide out. So just a scratch work first. All right. So factors of negative eight drop that little bigger factors of negative eight. Do this one first. That ad to seven well, negative one times eight is negative. Eight and eight minus one is indeed seven. It's that works, So I know I can rewrite the left numerator, as in minus one times in plus eight in minus one is already in lowest terms. Well, it's already factored to this fact. Apples is gonna get all right now for the right numerator factors of negative four that add to we have no middle term or zero. Well, that's two and negative to multiply a negative for at zero. So the right numerator is in minus two in minus whips in plus two. And now when you do the bottom right, numerator and denominator factors of negative 16 that add to six well eight times negative to is named 16 and eight minus two is indeed six, so I can write that one as in plus eight times in minus two. Make sure signs rights. Let's see. Negative eight. Negative four. Negative. One of 16. That's good, all right. And I would just simplify out what we can. I see that I have a in minus to an A in minus two. Those will divide out to one and the in minus one and a in minus one. Those we'll divide out to one. And I had a in plus eight in a impose eight, and those will divide the wood. So all I'm left with is a n plus two. Nice and clean, and that's my answer.


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