Vector question - continue...
Here we go. Explaining the solution for (bii) @amistre64 @shivam_bhalla @radar
Straightforward: In part b, ii solution is very straight forward. Fiirst they use triangular law We know OM, and MN MP = (lambda)(MN) --> MP and MN lines are parallel to each other
Since P lies on MN , MP // MN . This is the alternative solution!!!!!
Since OP // (AB× AC) See OP is perpendicular to plane ABC and AB x AC=vector 2 is also perpendicular to plane ABC . Since vector 2 is also parallel to OP Therefore OP = (lambda) ( AB x AC) This is based on the priciple that all parallel lines can be related as A||B A= (lamba)B where lambda is a constant. I hope you get it now @ Callisto.
OP is perpendicular to plane ABC <- how did you know?
Since P lies on OG and G is the projection of Vector O on plane ABC and as I told you before, projection of any point on a plane is drawing a perpendicular line from the point to the plane
@amistre64 , please reply here because I want to give you another medal for your hard work.
Unfortunately, I can only give one medal for each post :( @shivam_bhalla Why is coefficient of i equal to negative coefficient of k?
looks like continuation of previous question?? parallel vectors have proportional components!!
((3-L)/6) : 1 = (L/3): -1 to be exact
Thanks @experimentX for answering. Just abut to write that but my hands are aching
*about
BTW where is the original question??
Ouch... I see it... ratio of two // vectors... Thanks! @experimentX Original question: http://openstudy.com/study#/updates/4f9945b9e4b000ae9ecebe7d
@shivam_bhalla Sorry :(
Question is here
@Callisto , no problem. :D
looks like not an easy question.
@experimentX Certainly not
hehe ... projection from a point on a plane is a perpendicular line.
13 marks... about 19.5 minutes to do it :S
it gonna be difficult if you've not faced similar question before.
Hmm. So I'm gonna die tomorrow :S
well, is there still problem?? with this question??
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