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OpenStudy (freemap):
M is the midpoint of , JM = 4x + 1, and JK = 10x – 6.
What is JM?
JM =
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OpenStudy (freemap):
@Directrix
OpenStudy (study_buddy99):
okay so let's draw a picture:
OpenStudy (freemap):
okay
OpenStudy (jdoe0001):
ahemm JM is given :/
OpenStudy (study_buddy99):
|dw:1456968228723:dw|
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OpenStudy (jdoe0001):
hmm oh..hmmm its length
OpenStudy (study_buddy99):
because 10x+6 represents the whole thing and you only want 1/2 you would divide that by 2 to get 5x-3
OpenStudy (freemap):
well midpoint would be = to lengh
OpenStudy (study_buddy99):
so now your picture looks like...
OpenStudy (study_buddy99):
|dw:1456968433824:dw|
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OpenStudy (study_buddy99):
then you set those equal and solve
OpenStudy (freemap):
8x+4
OpenStudy (freemap):
is 4 the answer 8x-2
OpenStudy (freemap):
8/2=4
OpenStudy (study_buddy99):
not quite... because Midpoint refers to the 1/2 way mark between the line. so those 2 equations are EQUAL... try again :)
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OpenStudy (freemap):
I'm not sure
OpenStudy (study_buddy99):
you put an equal sign between the equations to get 4x+1=5x-3
Directrix (directrix):
The posted question has something missing:
> M is the midpoint of what?
M is the midpoint of , JM = 4x + 1, and JK = 10x – 6.
OpenStudy (freemap):
9.21
OpenStudy (study_buddy99):
oh yeah... I just assumed m was the midpoint of JK and that M was the midpoint
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OpenStudy (freemap):
9.21?
OpenStudy (freemap):
3/2
OpenStudy (study_buddy99):
|dw:1456969048713:dw|
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