three vectors p vector ,Q vector ,R vector are such that p vector = Q vector+R vector and their magnitude are in ratio 13:12:5 respectively find angle between vector p and vector R
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Explanation:
P=Q+R
Q=P-R
Q.Q=(P-R).(P-R)
|Ql^2=|P|^2+|R|^2-2|P||R|cosx
144=169+25-130cosx
130cosx=194-144
130cosx=50
x=cos^-1(5/13)
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