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Given: Force one = F
Force two = 2F
Resultant = 2F
Using Law of parallelogram of forces
|R| = sqrt (|P|^2 + |Q|^2 +2|P||Q| cos θ) …………(1)
where θ is angle between the two forces.
Inserting given values in (1) we get
2F = sqrt (F^2 + (2F)^2 + 2 F (2F) cos θ)
squaring both sides we get
4F^2 = 5F^2 + 4F^2 cos θ
or 4 cos θ = -1
or θ = arc cos (-1/4)
or θ = 104.5 deg
Hope this helps...
Please mark my answer as the brainliest...
Force two = 2F
Resultant = 2F
Using Law of parallelogram of forces
|R| = sqrt (|P|^2 + |Q|^2 +2|P||Q| cos θ) …………(1)
where θ is angle between the two forces.
Inserting given values in (1) we get
2F = sqrt (F^2 + (2F)^2 + 2 F (2F) cos θ)
squaring both sides we get
4F^2 = 5F^2 + 4F^2 cos θ
or 4 cos θ = -1
or θ = arc cos (-1/4)
or θ = 104.5 deg
Hope this helps...
Please mark my answer as the brainliest...
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