Two forces of magnitude F 1 and F 2 are acting on an object. The magnitude of the net force F net on the object will be in the (A) F 1 ≤ F net ≥ F 2. (B) (F 1 – F 2 )/2 ≤ F net ≤ (F 1 + F 2 )/2. (C) |F 1- F 2 | ≤ F net ≤ |F 1 + F 2 | .

Question

Two forces of magnitude F 1 and F 2 are acting on an object. The magnitude of the net force F net on the object will be in the (A) F­ 1 ≤ F net ≥ F 2. (B) (F 1 – F 2 )/2 ≤ F net ≤ (F 1 + F 2 )/2. (C) |F 1- F 2 | ≤ F net ≤ |F 1 + F 2 | .

Aditi Chauhan · Answer

Assume that the force F 1 on an object makes an angle with F 2 on object, such that the component of force F 1 along F 2 is F 1 cos and component of force perpendicular to F 2 is F 1 sin . The sum of the forces along the direction of force F 2 is F 2 +F 1 cos , and the sum of the forces along the direction perpendicular to F 2 is F 1 sin . Therefore the magnitude of net force acting on the object is: The magnitude of minimum force is:

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Two forces of magnitude F 1 and F 2 are acting on an object. The magnitude of the net force F net on the object will be in the (A) F 1 ≤ F net ≥ F 2. (B) (F 1 – F 2 )/2 ≤ F net ≤ (F 1 + F 2 )/2. (C) |F 1- F 2 | ≤ F net ≤ |F 1 + F 2 | .

Two forces of magnitude F₁and F₂ are acting on an object.
The magnitude of the net force F_neton the object will be in the
(A) F₁≤ F _net≥ F_2.
(B) (F₁– F₂)/2 ≤ F_net≤ (F₁+ F₂)/2.
(C) |F_1-F₂| ≤ F_net≤ |F₁+ F₂|_.

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Two forces of magnitude F 1 and F 2 are acting on an object. The magnitude of the net force F net on the object will be in the (A) F­ 1 ≤ F net ≥ F 2. (B) (F 1 – F 2 )/2 ≤ F net ≤ (F 1 + F 2 )/2. (C) |F 1- F 2 | ≤ F net ≤ |F 1 + F 2 | .

Two forces of magnitude F1 and F2 are acting on an object.The magnitude of the net force Fnet on the object will be in the(A) F­1 ≤ F net ≥ F2. (B) (F1 – F2)/2 ≤ Fnet ≤ (F1 + F2)/2.(C) |F1-F2| ≤ Fnet ≤ |F1 + F2|.

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Two forces of magnitude F 1 and F 2 are acting on an object. The magnitude of the net force F net on the object will be in the (A) F 1 ≤ F net ≥ F 2. (B) (F 1 – F 2 )/2 ≤ F net ≤ (F 1 + F 2 )/2. (C) |F 1- F 2 | ≤ F net ≤ |F 1 + F 2 | .

Two forces of magnitude F₁and F₂ are acting on an object.
The magnitude of the net force F_neton the object will be in the
(A) F₁≤ F _net≥ F_2.
(B) (F₁– F₂)/2 ≤ F_net≤ (F₁+ F₂)/2.
(C) |F_1-F₂| ≤ F_net≤ |F₁+ F₂|_.