Find the resultant vector
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Answered by
1
Answer:
Answer is R(1+√2)
Explanation:
OR=OR
OA vector is along OB vector (bisector) and magnitude is 2R cos 45 = R√2
(OA vector + OC vector)+OB vector is along OB vector and its magnitude is
Rroot2+R = which is equal to the answer i mentioned above ..
Answered by
0
Answer:
Explanation:
According to the figure,
magnitude of
magnitude of
Vector representation of and are Rcosθ and Rsinθ respectively.
Angle, θ =
Since, rectangular components of the vector R are given in the question, we can find out the resultant vector, as:
Taking common term,
Since , using the identity, we obtain
Hence, resultant is R itself.
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