Points A and B are located at and respectively. Point C divides into the ratio . Find the coordinates of Point C.

Thanks... this is a hard one i think... maybe i need to brush up on my analysis

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- December 6th 2007, 07:25 PMDivideBy0Midpoints and ratios
Points A and B are located at and respectively. Point C divides into the ratio . Find the coordinates of Point C.

Thanks... this is a hard one i think... maybe i need to brush up on my analysis - December 7th 2007, 01:37 AMbadgerigar
AB can be represented as (c-a,d-b)

since C divides AB in the ratio p:q,

C = A+AC

- December 7th 2007, 02:43 AMDivideBy0
Thanks heaps badgerigar! I notice how you switched the ordered pairs from coordinate points into length units, that was smart.

This probably isn't that important seeing as the main aim has been achieved, but for all purposes shouldn't AB be (|c-a|, |d-b|)

So the final coordinates become

Thanks again - December 7th 2007, 10:20 PMbadgerigarQuote:

This probably isn't that important seeing as the main aim has been achieved, but for all purposes shouldn't AB be (|c-a|, |d-b|)

So the final coordinates become

http://www.mathhelpforum.com/math-he...fce068af-1.gif

If you want to think about an example try A=(3,0) B=(0,0) and the ratio 1:2 - December 7th 2007, 11:16 PMDivideBy0