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Mathematics 7 Online
OpenStudy (anonymous):

Help me with the attached file :)

OpenStudy (anonymous):

OpenStudy (anonymous):

@ash2326

OpenStudy (anonymous):

@.Sam. @Satellite73 @Diyadiya @experimentX ... Does anyone know this? ... I wish I did, unfortunately I don't.. :( (sorry for disturbing...)

OpenStudy (anonymous):

is it hard?

OpenStudy (experimentx):

i was here all the time. :)

OpenStudy (anonymous):

no.. uhauhauhauhauhauhauh... LOL I do really apologize, I wouldn't ask here if I wanted , I just thought about to help him :( ..

OpenStudy (experimentx):

CB seems to be q+p

OpenStudy (experimentx):

CD+DA = q

OpenStudy (anonymous):

so?

OpenStudy (experimentx):

Oo .. again i didn't read the question properly

OpenStudy (experimentx):

given that DC = 3p => CD = -3p, put that value and get DA interms of p and q

OpenStudy (experimentx):

it's a trapezium

OpenStudy (experimentx):

AE = AB + BE = p +kq

OpenStudy (experimentx):

for the last part, DA and AE must be proportional on p and q

OpenStudy (experimentx):

i guess that does it.

OpenStudy (anonymous):

how do u make them proportional DC = AE \[3p+q = p + kq\] \[3p-p = kq-q\] \[2p = q(k-1) \] Now how do we equal to find "K"

OpenStudy (experimentx):

k = 1/3 q ... from the first equation

OpenStudy (anonymous):

yeah how is it cn u shw me using equations?

OpenStudy (experimentx):

I don't think you should really equate, you just have to keep in mind that combinations of two vectors with proportional coefficient will give you parallel vectors. Coefficients must be proportional 1 q = 3 p ==> p:q = 1:3 1/3 q = p ==> same must be here

OpenStudy (anonymous):

so k = 1/3

OpenStudy (experimentx):

must be

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