Can someone please help me?
Find the perimeter of the rectangle in simplest form
i did it but i keep getting the answer \[8\sqrt{6}+12\] which isnt right =p
no puedo ayudar ahora lo siento
Do you know the perimeter formula? Basically you add up all sides.
i know that but im having trouble with the radicals -_-
np You basically have: 4 + sqrt(6) + 4 + sqrt(6) + 2sqrt(6) + 2sqrt(6) So, how many "sqrt(6)'s" do you have?
4
The first appearance in the above equation of sqrt(6) has no multiplier in foront of it, so that is an understood coefficient of "1". Same for the next one. For the next 2 appearances of sqrt(6), each has a coefficient of "2". These are coefficients. What do you have if you add up all the coefficients?
9
or is it 13?
1 + 1 + 2 + 2 = ?
im so confused where did that come from?
Just looking at the sqrt(6) terms: sqrt(6) + sqrt(6) + (2)(sqrt(6)) + (2)(sqrt(6)) = (1 + 1 + 2 + 2)(sqrt(6)) Add up the first parentheses only
6
Now the key to this problem is how and why to do that distribution I di for you above. "sqrt(6)" is like "x" in that it can take a coefficient. So, that is a portion of your answer, and then you have to add to that: 4 + 4 but you CANNOT combine that with sqrt96). Your answer will be left as: "a number" + "another number" times sqrt(6)
So, "4 + 4" + 6(sqrt(6)) And then just add the 4 + 4 to get -> you get the idea by now I'm sure.
So, write something, see what you get.
hey, @skullpatrol , thx for the recognition!
im sorry you are not making a lot of sense..i dont understand what equation am i working with?
"4 + 4" + 6(sqrt(6)) Can you add 4 + 4? What does 4 + 4 equal?
in my school it says for me to do this \[2\sqrt{6} (4+\sqrt{6})\]
ofcourse i can add 4+4 im not an idiot i just have earned to do it differently by distributing it that way^
You're not looking at the right directions for the right problem. This is not a question about the area. Your question is asking for the perimeter.
Since your question is about perimeter, you are being asked to add up the measure of all four sides. You have to start with an understanding of the problem at hand. You are looking at a formula for a different type of problem. I ask you: do you want the perimeter or the area?
so id do this? \[2(4+\sqrt{6}) + 2(2\sqrt{6})\]
Once more: "4 + 4" + 6(sqrt(6)) Add 4 + 4
i dontget why your adding 4+4
because ther is a "4" in the bottom side and the top side of your diagram.
i have not the slightest i dea what your talking about there is no '4'
4 + sqrt(6) + 4 + sqrt(6) + 2sqrt(6) + 2sqrt(6) 4 + 4 + sqrt(6) + sqrt(6) + 2sqrt(6) + 2sqrt(6) (4 + 4) + [sqrt(6) + sqrt(6) + 2sqrt(6) + 2sqrt(6)] 8 + (1 + 1 + 2 + 2)(sqrt(6)) 8 + 6[sqrt(6)] You're now done.
thank you
Do you understand any of this?
more or less this just isnt the way i learned it
How did you get this \[ 8\sqrt{6}+12 \] ?
ill show you one sec
If you figure out what you did wrong, it will make it easier to do it right next time.
Well, anyway, I did my best, and I think you did get some of it. Just keep in mind the difference between perimeter and area. I still think you are thinking area here because your math looks a little like it
@tcarroll010 great job of teaching :)
i kniow that i was solving for the area but im just confused how he gt it that way because i would have use\[2(4+\sqrt{6})+ 2(2+\sqrt{6})\] wouldnt i?
nks for the vote of confidence. I tried not to just put out an answer and guide. But everyone learns in a different way. Thanks to everyone here, too.
It all goes back to asking yourself if you want area or perimeter. That's your starting point because you questioning the problem. What is sought for?
If you want area, then you have to use: L x W
i know im suppose to find the perimeter and i would use that formula but you didnt
yes, but I think you want \[ 2(4+\sqrt{6})+ 2(2\sqrt{6})\] right ? (the short leg is 2 sqrt(6) not 2+sqrt(6) if you did it the long way, you could say add up each leg: \[ (4+\sqrt{6})+ (2\sqrt{6})+ (4+\sqrt{6})+ (2\sqrt{6})\]
Because you asked for perimeter, I presented you with the perimeter formula, which is quite different. The perimeter is merely adding up the measure of all the sides.
i just wrote out taht formula phi!
i just wrote out taht formula phi!*** check it carefully you wrote \[ 2(4+\sqrt{6})+ 2(2+\sqrt{6}) \] which is not quite right.
And that's ok, and it's basically the same as what I did: You did: 2L + 2W And again, that's fine because: 2L + 2 W = L + L + W + W
You're only real error was confusing 2 + sqrt(6) with: 2 x sqrt(6)
i doesnt matter anymore i have the answer... thank you for your help
knowing how to get the answer is what you are trying to learn.
if you have not learned how to do it, you still have more work to do.
Getting understanding is EVERYTHING. It does matter. Getting the right answer is nothing compared to understanding how one went wrong and then learning. That's the real learning.
yes and im sorry t say this but your explanations dont make a whole lot of sense
Well, everyone learns differently and I'm sorry that I was not able to help you then.
you did but its just confusing to me how you did it
Then, a good way to go at Openstudy is to gravitate to the tutors who can help you the way you can learn from them. For my part, I'll continue my teaching style, because that's all I know, but I'll have to stick with helping those who gravitate to that type of style. I certainly don't want to confuse you. Maybe other tutors than me should help you in the future.
so finish up, way up top you said so id do this? \[ 2(4+\sqrt{6}) + 2(2\sqrt{6}) \] and the answer is yes. that is the perimeter. the rest of the job is to simplify it. first, distribute the 2 (multiply 2 times everything in side the parens \[ 2\cdot 4+2 \sqrt{6} + 2(2\sqrt{6}) \] the \[ 2(2\sqrt{6}) \text { means } 2 \cdot 2 \cdot \sqrt{6}= 4 \sqrt{6}\]
i understand wha6 phi said
so you have \[ 2\cdot 4 + 2 \sqrt{6}+4 \sqrt{6} \] the 2*4 is 8, so we have \[ 8 + 2 \sqrt{6}+4 \sqrt{6} \]
8+6r6
now the last part we have 2 times ugly number plus 4 more ugly numbers, or 6 ugly numbers all together (that is if you think sqrt(6) is ugly) final answer is \( 8 + 6 \sqrt{6} \)
thank you
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