If A+B=C,|A|=|B|=|C|,then the angle between A,B
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Let |A| = | B| = |C| = x
Vector addition : A+B = C
so |C|² =|A|² + |B|² + 2 |A| * |B| * cos Ф
x² = x² + x² + 2 x² cosФ
Cos Ф = - 1/2 ... Ф = 120°
Vector addition : A+B = C
so |C|² =|A|² + |B|² + 2 |A| * |B| * cos Ф
x² = x² + x² + 2 x² cosФ
Cos Ф = - 1/2 ... Ф = 120°
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