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vectors!!! help me refresh
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so think if we are at the point (0,0) and we use vector d=(1,2) to get to our new position |dw:1377848834415:dw| well what will e=-d=(-1,-2) do?
|dw:1377848964298:dw| it will be the reverse process, right
yeah
so what i can't recall is how to solve this problem...i guess e = -d = -24 meters is answer but not sure
well if we are considering R^2 ( 2 dimensions ) then tipically we would call in the x direction "east" so our vector d will be d = (24,0) and -d=(-24,0)
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these are vectors not real numbers.
oh ya...i gotcha...its the graph...ok now help me totally understand it...lets say now |dw:1377849289057:dw| so the answer would be e = 3d = (72,0) ???
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