Square of the resultant of two forces of equal magnitude is equal to three times the product of their magnitude.The angle between them is
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Explanation:
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Given:
R² = 3F²
To Find:
Angle between two forces
Solution:
Let the magnitude of force be = F
Let the angle between forces be = Ф
Magnitude of resultant two forces -
R = √F² + F² + 2F².Fcos Ф
Squaring both sides -
R = F² + F² + 2F² cos Ф
Now,
as R² = 3F²
3F² = F² + F² + 2F²cos
or 1 = 2 cosФ
Thus, cosФ = 0.5
cosФ = (1/2)
cosФ = 60
Answer: The angle between both is 60°
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