If c = a * b what can be said about c . a and c . b? (All of the letters have arrows over them) PLEASE HELP! Thanks :)
arrows tend to be notation for vectors; which means the * would be read as a dot product
Ok
This is a vectors question by the way
a dot product creates a scalar, not a vector tho
Ok
that would tell me that:\[\vec c = \vec a * \vec b\] is not a proper construct to me
c would have to be a number, not a vector for this to indicate a dot product
\[\vec c = \vec a \times \vec b\] is doable to me, it would be a cross product
I edited the question, thats how it is exactly
so it has the "x" :)
no, it has a star and 2 periods
im not sure if that is read as sarcasm or not .....
lol im not being sarcastic at all
hmm, a star with 2 periods .... i got no idea what that notation would suggest then
Noo lol, in the question I posted, the first part has a star but the other two parts both have periods in between them... do you get it?
i see that, im just not sure what to make of it.
hmm... should I skip it then?
is there a "help solve" option beside it? or can you take a screen shot if this is question is on a computer screen?
Ok, ill take a picture hold on
Its number 3b
the notation used for this is not standard by any means - the person who write it up used their own notation. In order to determine what they are trying to express, we would need to know what their notation is meant to convey in terms of the more conventional usages.
i can take a guess and say * means x; and . means a dot product ....
then it kinda makes sense to me
Ok, yea
axb produces a vector that is perp to both a and b therefore, the dotproduct of perp vectors = 0 if c = axb, then c.b = 0 and c.a = 0
IS that it :O?
thats the best i can make of it ...
if c = a cross b; then c dot a and c dot b are equal to 0 since c is perp to a and b both
I see
So should I write it just as you have " if c = a cross b; then c dot a and c dot b are equal to 0 since c is perp to a and b both"?
..... i would, unless you have your own way of expressing it :)
Nope :P THANKS! I was stuck on this one foreverr
:)
good luck :)
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