#Please help with D-2
40 messages · Page 1 of 1 (latest)
Did u try anything
Are F and E midpoints of AB and BC?
Then try by proving that triangles r congruent
U need to do some constructions and prove that triangles r congruent
While u go with the flow u can find the value of EF on basis of AC
I m still trying tto figure out how to bring BD in terms of EF
Try extending this way
That will be helpful?
Then let's try to figure out BD later
For now extend EF to G
In such a way that EF =EG
And prove that triangles BEF annd EGC r congruent
There is a theorem we ussed to do in lower classes
Through which we can find value of EF
And construction would make it easier
So ih higher classes we r supposed to use this directly but i still wanna be sure
This is what i meant
Congruence is a type of similarity or so ig
But i m not sure abt BD
How
Yeah that's what we did for EF
Ef is the line joinibg midpoints and it is half of base AC
Yeah bd ,i was trying to do it in apolonius menthod but couldnt find a lead
Pythagorras too me close but still no lead
Or we r missing smthng
Lemme see
Yeah i think this helps
Wait
I did a mistake
This is corrected one
Now ?
Lost
Or equal
Wait
Where does this take us
No i think it's fine but the methods we know r not enough
We r complicating this