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Consider two equal and opposite forces acting along different lines of the body, which causes the body to rotate, although first condition is fulfilled but body is still moving. Thus, we need another condition for equilibrium that is the second condition of equilibrium.

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Why there is need of second condition of equilibrium if a body satisfies first condition of equilibrium?

Consider two equal and opposite forces acting along different lines of the body, which causes the body to rotate, although first condition is fulfilled but body is still moving. Thus, we need another condition for equilibrium that is the second condition of equilibrium.


Explain the two conditions of equilibrium?

first condition for equilibrium is that the a body is satisfy with first condition if the resultant of all the forces acting on it is zero let n numbers of the forces F1, F2,F3,.........., Fn are acting on a body such that sigmaF=0 a book lying on a table or picture hanging on the wall are at rest and thus satisfy with first condition of equilibrium a paratrooper coming with terminal velocity also satisfies first condition of equilibrium


Why there is a need of second condition for equilibrium if a body satisfies first condition for equilibrium?

The condition that the sum (vector sum) of all forces must be zero doesn't avoid the body from changing its rotational speed (on the spot, without changing its position). For example, one force can push upwards on the right of an object, another force can push downward, on the left of an object. The second condition (sum of torques must be zero) avoids such situations.


First condition of equilibrium?

The first condition of equilibrium states that the net force acting on an object must be zero for the object to remain at rest or move at a constant velocity. This condition is also known as the vector sum of all forces being equal to zero.


How do you book a cruise online?

The particular result we look at in this section consists of two parts. The first part provides a necessary condition on the code word lengths of uniquely decodable codes. The second part shows that we can always find a prefix code that satisfies this necessary condition. Therefore


What are the conditions of equilibrium when a number of parallel forces are acting on a body can a moving body be in equilibrium explain?

The first condition of equilibrium can be applied on concurrent forces that are equal in magnitude, since these produce translational equilibrium. But if the forces are equal in magnitude but are non concurrent then even first condition of equilibrium is satisfied but torque is produced which does not maintain rotational equilibrium. Hence for complete equilibrium that is, both translational and rotational , both the conditions should be satisfied.


What is the First condition of equilibrium?

I am not sure about numbering, but for an object to be in equilibrium, two conditions must be fulfilled:The sum of all the forces on the object must be zero.The sum of all the torques must be zero.


In an AND decision structure the second condition is tested only if the first condition evaluates to?

true


What the first condition of equilibrium?

I am not sure about numbering, but for an object to be in equilibrium, two conditions must be fulfilled:The sum of all the forces on the object must be zero.The sum of all the torques must be zero.


Which of newtons three laws is appliable to rocketry?

All of Newton's laws are applicable to rocketry.The Second Law F=ma = dmV/dt = mdV/dt + Vdm/dt=0.The first and third law are the same equilibrium condition, No force no acceleration..


What is the condition of coplanar forces in equilibrium?

In equilibrium, coplanar forces must satisfy two conditions: first, the vector sum of all forces in any direction must be zero (ΣF = 0); second, the vector sum of all moments (torques) about any point must be zero (Στ = 0). These conditions ensure that the forces are balanced and there is no rotational motion.


How do you calculate the equilibrium level of consumption?

you first have to culculate equilibrium level of income.