Resultant of P vector and Q vector inclined at an angle theta is R vector
find theta if magnitude of R vector=mag of P vector=mag of Q vector
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Solution :
R21=(2P)2=P2+Q2+2PQcosθ
(P)2=P2+Q2−2PQcosθ
Adding them 5P2=2P2+2Q2 or 3P2=2Q2
or PQ=2–√3
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ANSWER:
R vector = (p^2+q^2+2pq*cos theta) whole root
as p=q=r write all p and q as r
therefore, r = (r^2+r^2+ 2r^2* cos theta ) whole root
taking square both side as in rhs their is square root
-r^2/2r^2 = cos theta
-1/2 = cos theta
therefore theta = 120 degree
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