Question

a 3-newton force and a 4-newton force are acting concurrently on a point. which force could not produce equilibrium with these two forces?

Answer 1

A force that cannot produce equilibrium with these two forces must be less than 7 N or greater 7 N.

The given parameters;

• 3 Newton force
• 4 Newton force

A body is said to be in equilibrium state when the net force on the body is zero.

A force that produce equilibrium among two forces acting concurrently is known as equilibrant force. This force is usually equal to sum of the two concurrent forces.

$F_1 + F_2 = F_3$

where;

• F₁ and F₂ are the concurrent forces
• F₃ is the equilibrant force

From the given parameters;

$F_1 + F_2 = 3 \ N + 4\ N = 7\ N$

Thus, a force that cannot produce equilibrium with these two forces must be less than 7 N or greater 7 N.

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