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OpenStudy (malcolmmcswain):
:)
OpenStudy (12g):
Write a proof to show that the diagonals of a parallelogram bisect one another. Be sure to create and name the appropriate geometric figures. This figure does not need to be submitted.
OpenStudy (12g):
your fast
OpenStudy (malcolmmcswain):
How many steps do they want?
OpenStudy (12g):
doesnt say
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OpenStudy (malcolmmcswain):
Hmmm... well, this is going to be hard. o-o
OpenStudy (malcolmmcswain):
Ok, so step one. What are we given.
OpenStudy (malcolmmcswain):
Let's make a parrallelogram ABCD.
|dw:1450384929769:dw|
What do we KNOW right away about this figure?
OpenStudy (12g):
i found something
OpenStudy (malcolmmcswain):
?
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OpenStudy (12g):
nvm
OpenStudy (12g):
bisect
OpenStudy (malcolmmcswain):
Ok, so what do we know about parallelogram ABCD?
OpenStudy (12g):
idk
OpenStudy (12g):
diagonals of a parallelogram bisect one another?
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OpenStudy (malcolmmcswain):
That's what we're trying to prove.
OpenStudy (malcolmmcswain):
Well, if it's a parallelogram, we know that AB and CD are parallel and same with AC and BD
OpenStudy (malcolmmcswain):
Ugh... hold on a second.
@AlexandervonHumboldt2 Can you help me, Shurik?
OpenStudy (alexandervonhumboldt2):
shuriks here
shurik's looking
OpenStudy (alexandervonhumboldt2):
|dw:1450314824472:dw|
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OpenStudy (malcolmmcswain):
Lol, so what would the next step be?
Given AB and CD are parallel.