Answer to Question #860 in Mechanics | Relativity for duha
|A + B |2= |A|2 + |B|2 - 2 cos(a) |A| |B|
8.42 = 21.02+21.02 - 2 21.02 cos(a) = 21.02 (2(1-cos(a))
70.56 = 882 (1-cos(a))
1-cos(a) = 0.08
cos(a) = 0.92
a = 23 deg
The angle between A and B equals to 23 degrees.
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