Measurement question...totally stumped! Need help!
|dw:1408498901765:dw|
Can ANYONE see their way to the answer to this?!
I really hope these are measured carefully
All I know is that AD is 27, AC is 2x and BD is x. BC and CD are not equal in length.
I really have no clue here at all!
2x+x=27
x=9
No that's not right because there is an overlap there. Look closely at it.
ahh
Yes...ahh...That's what I said! OMG!
@ganeshie8
Can we do this by inequalities!
hmmm thinking to see if there is something that can help
i proved that x=x lol^_^
can we say that BD=3CD ration of BD to CD= 3 perhaps? this way we can set to equation
this is a matter of ratios
@IMStuck
i meant two equations
but it doesn't look like the ratio is 3 does! may be if you check the original scaling of that segment
if my assumption is correct we would get 3CD=x 27-cd=2x x=11.57 CD=3.85
what do you think?
any ideas hehe
I have an idea but it's missing one key component... Draw the diagram like so: |dw:1408497291641:dw| We then have two obvious equations: \[\begin{cases}a+b+c=27\\ a+b=2(b+c)\end{cases}\] If you can find one more linear (or maybe non-linear?) relation that's fundamentally different from these two, I think you have a good chance of finding the value of \(x=b+c\).
I still don't get it and neither does the teacher that I did my student teaching under. I asked the student I was tutoring if there was something he left out of the specifics of this and he said no, but no one can seem to get x.
I'm wondering if expanding the drawing a bit might reveal another useful relation. Consider the square, |dw:1408498553652:dw|
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