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Given (−5, 4) and (−2, 1), find the direction of the vector PQ .
a) 3150
b) 2200
c) 1200
4) 450

Sagot :

A8m+(7+3m)4+2n8m+(7+3m)4+2n8m+(7+3m)4+2n8m+(7+3m)4+2n8m+(7+3m)4+2n8m+(7+3m)4+2n8m+(7+3m)4+2n8m+(7+3m)4+2n8m+(7+3m)4+2n8m+(7+3m)4+2n8m+(7+3m)4+2n8m+(7+3m)4+2n8m+(7+3m)4+2n8m+(7+3m)4+2n8m+(7+3m)4+2n8m+(7+3m)4+2n8m+(7+3m)4+2n8m+(7+3m)4+2n8m+(7+3m)4+2n8m+(7+3m)4+2n8m+(7+3m)4+2n8m+(7+3m)4+2n8m+(7+3m)4+2n8m+(7+3m)4+2n8m+(7+3m)4+2n8m+(7+3m)4+2n8m+(7+3m)4+2n8m+(7+3m)4+2n8m+(7+3m)4+2n8m+(7+3m)4+2n8m+(7+3m)4+2n8m+(7+3m)4+2n8m+(7+3m)4+2n8m+(7+3m)4+2n8m+(7+3m)4+2n8m+(7+3m)4+2n8m+(7+3m)4+2n

Step-by-step explanation:

The answer is A because I just got it right on my test
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