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3 + 2m 16. 22m m=[A. 1B. 4/3 C. 5/2 D 3/2 E. 2...

Question

3 + 2m 16. 22m m=[A. 1B. 4/3 C. 5/2 D 3/2 E. 2

3 + 2m 16. 22m m=[ A. 1 B. 4/3 C. 5/2 D 3/2 E. 2



Answers

Which of the following is equivalent to $\frac{2 m+6}{4} \times \frac{6 m-36}{3 m+9} ?$
A) $\frac{12 m^{2}-216}{12 m+36}$
B) $\frac{8 m-30}{3 m+13}$
C) $\frac{m-6}{4}$
D) $m-6$

I know everyone. We have this problem right here, which states the following two multiplied into three. M minus two into another bracket three minus. Mm, minus four. And then I close the original big bracket. This is equal to six em minus four. So you need to solve this equation. So to do with us, you need to isolate for the very bit of interest, which is him. So before you start doing that, you have to expand this bracket here by using the distributive property. So before I work on the big bracket, I'll work on this small bracket in here, so I'll keep the two others. You have 3 a.m. And then I will use the distributive property on this small brackets so minus two multiplied by three. This is minus six minus two times negative. And this is plus two em minus four. This is equal to 6 a.m. minus four. So I now I need to combine the terms that are, like together. So it would be too much replied into three M plus two m. That's five M minus six with the minus for that's minus 10. This is equal to six M minus four. Now, I can use the distributive property on by multiplying too into this bracket here. So two times five, that's then. Mm, Two times negative. 10. That's minus 20. This is equal to six. M minus four. I need to put the term that are, like, together and the tear another lesson on one side. I'm gonna I'm gonna put everything with an M on on the other side. I'm gonna put all the constants, so I need to remove the six m from here. And I need to move this minus 20. From here. I'll start by the sex M. So I'm gonna do a 10 a.m. minus 20. This is equal to six. M minus four. But I need to remove the six em from here. So I'm gonna subtract six m and because I I subtracted a 16 from here. I have to subtract it from the other side as well. So this means I'm going to have then. Sorry. No. So this means then minus six, this would be a four em minus 20 will be equal to six and minus X m. That's a zero and then minus for So then I have all the EMS on one side, but I didn't have this constant here. I need to remove it and send it to the other side. So I'm gonna have a four em minus 20. I'm going to remove this minus 20 by adding a plus 20 and this is equal to minus four. And because I added a plus 20 on one side, I have to add the plus 20 on the other sides. So now I'll be left with a four M minus 20 with the plus 20 they will cancel out. And this will be equal to on the other side, minus four plus 20. That's 16. So I have all the EMS on one side and the constant on the other side. But I have next to the M of four. I just need them on its own. So I will just multiply by one over four on the left hand side, and then this will be equal to 16 which also have to be multiplied by one over four. So what I have now is for multiplied by one before that's just and em because the forward cancel out with the one over four and this is equal to 16 over four and thus is just equal to this doesn't show. So I write it again. So M is equal to four. Thank you.

This girl wants me to solve an equation for him. Two times quantity three M minus two times quantity. Three months, then minus four. And that is equal. Teoh six and minus four. Okay, so completing my parentheses and brackets, I'm gonna have 6 a.m. minus 12. Plus for em, minus a physical to six and minus four. Combining like terms. We're gonna have 10. M minus 20 is equal to six and minus four. If I subtract six them from both sides and at 20 that's going to give us for an is equal to 16. Therefore, em is equal to floor, okay?

Okay, so we want to solve the falling for em. So on our left hand side, let's combine like terms we ever to Emma plus three m. That's a five on minus four. So let's move or m values to our right hand side. So I'm going to subtract the five m from both sides, and then it's move are constants to your left hand side the year I have that is equal support, okay?

We have to solve the given expression today. Do I did with M plus two bless two divided with M equals two four M minus four divided with Emma Square minus four. We will leave like this equation asked three divided with M plus two plus two divided with and is equals to four M minus four and using the formulae square minus B squared. We can break this stone as M minus two. My deployed with M plus two. No taking the Louis common denominator. We will get em plus two multiplied with em. My deployed with M minus two, My dear blank systems with a suited to clear the fractions. We will get three my deployed with them and minus two plus two. My deployed with M plus to an M minus two is equals toe within bracket for M minus for mighty polite with them. So on Further solving, we will get three Emmy Square minus six them, plus to Emma Square minus. It is equal to for Emma Square minus for him on combining the light comes, we will get Emma square minus to him minus. There is equals to zero on further fact arising the middle item. We can write it as M squared. Minus off M within racket four, minus two On my Nestor. Did you close to zero? So from there we will get Emma square minus for him. Plus to him minus it is equals to zero. On further taking the common, we will get em. Plus two my deployed with M minus for easy, close to zero. So the values off M is minus two and four.


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