NEED HELP! Attaching Photo!!!!
@Disco619
yes what about him if you want i can get him over here to help
Im still figuring it out. But I do know that... \[\frac{ 2 }{ 3 } \times RW \neq RU\]
So Kendra is correct.
Yea
Whats the reasoning?
http://www.wolframalpha.com/ this is a good math website try itit will come in handy later
it
for you Nick
that website made no sense. at all
I will not tell you the reason according to the Question but I can tell you this... |dw:1386530426402:dw| \[\frac{ 2 }{ 3 } \times 4 = 10\] \[\frac{ 8 }{ 3 } = 10\] \[2.66666 = 10\] \[2.66666 \neq 10\] It is not anywhere equal to 10
type something you want to know or to ask a question
What? Im in 7th grade and taking Geometry.....I don't understand at all...
i am in 7th to but it is for math
You know what, you should ask someone else about this question as Im out of practice and a mistake would be fatal for you. @ranga Can you do this?
@Hello_Im_Nick Ranga is helping someone, he should be here in 3-5 mins...
Thank you...
@ranga Do you know how to do this?
The line connecting the vertex to the midpoint of the opposite side is called a median. Here, QT, RU and SV are the medians. The three medians of a triangle intersect at a point called the centroid. W is the centroid. The centroid divides the median into two segments in the ratio 2:1. RW = 2WU. Or, RW = 2/3RU and not the other way around. 2/3RW is not RU as stated by Jordan because RU is longer than RW and therefore RU cannot be a fraction (2/3) of RW.
For the second part, QW = 2/3QT we need to find QT multiply both sides by 3 3QW = 2QT divide both sides by 2 3/2QW = QT QT = 3/2QW QW = 27 QT =3/2 * 27 = 81/2 = 40.5 QT = 40.5 inches.
Nick: If anything is not clear feel free to ask.
For B?
Alright yeah! I got it thanks ;3
you are welcome.
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