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Mathematics 15 Online
OpenStudy (jazilove):

DF bisects

OpenStudy (jazilove):

OpenStudy (landon34):

need help?

OpenStudy (jazilove):

yes very badly

OpenStudy (landon34):

ok Ill try to solve it.

OpenStudy (jazilove):

If you do could you tell me step by step?

OpenStudy (landon34):

ok this is tricky...

OpenStudy (jazilove):

yes, very

OpenStudy (landon34):

Ill get a friend on here @pooja195

OpenStudy (jazilove):

ok

OpenStudy (landon34):

hey pooja come help us.

OpenStudy (jazilove):

we need you

OpenStudy (landon34):

well... pooja left.

jimthompson5910 (jim_thompson5910):

Hint: EF = FG Why is that true? Because the triangles are similar by AAS, so each corresponding pair of pieces are congruent (EF corresponds to FG) since EF = FG, we can say n+5 = 2n-6

OpenStudy (landon34):

oh, ok.

jimthompson5910 (jim_thompson5910):

solve n+5 = 2n-6 for n then use that solution to compute the value of 2n-6

OpenStudy (jazilove):

I know they are equal I'm just having a hard time finding n

OpenStudy (anonymous):

Equate the two segments: \[n + 5 = 2n - 6\] Therefore: \[n = 11\] and FG = 16

OpenStudy (jazilove):

oh wow, thank you so much

jimthompson5910 (jim_thompson5910):

|dw:1449802196960:dw|

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