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If the sum of the forces on an object do not equal zero, then the object will experience acceleration.
If the group of forces acting on an object is unbalanced, the object's motion always changes. The change is called "acceleration".
An unbalanced group of forces on an object causes the object to accelerate.Its acceleration is (the vector sum of all the forces)/(the object's mass) .
Following Newton's second formula, unbalanced force is the product of mass of the object and the acceleration produced. F=ma
Newtons second law of motion
acceleration
Balanced forces do not change its motion (no acceleration). Unbalanced forces changes the motion of the object (acceleration).
Balanced forces do not change its motion (no acceleration). Unbalanced forces changes the motion of the object (acceleration).
Balanced forces do not change its motion (no acceleration). Unbalanced forces changes the motion of the object (acceleration).
If the sum of the forces on an object do not equal zero, then the object will experience acceleration.
If the group of forces acting on an object is unbalanced, the object's motion always changes. The change is called "acceleration".
An unbalanced group of forces on an object causes the object to accelerate.Its acceleration is (the vector sum of all the forces)/(the object's mass) .
An unbalanced force means that the vector sum of all forces acting on an object is NOT zero. Such an unbalanced force will result in an acceleration.
The acceleration plus other driving forces minus retarding forces equals the unbalanced force (force net.)
The result is acceleration of the object ... its speed of motion, or direction of motion, or both, change.
The result is acceleration of the object ... its speed of motion, or direction of motion, or both, change.
yes, since the forces are acting on just one body, the mass (m) in the equation F=ma is not changing, which would mean that the two accelerations (a) would have to be different. If the two accelerations are different then there is total acceleration in one direction (the resultant acceleration).