What is the angle between #<-9 , 2 , -4 > # and # < 5 , 2 , 0 > #?
1 Answer
Feb 16, 2016
139.25 deg.
Explanation:
Let the vectors be called AC and AB.
Then the vector BC = AB - AC = <14, 0, 4>.
The sides a, b and c of the
The angle at A is arccos (( b.b + c.c - a.a ) / (2bc)).= arccos ( - 0..7576) =139.25 deg.