Is Acceleration Equal to Net Force Divided by Mass in Newton's Second Law?

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SUMMARY

Acceleration is defined by Newton's Second Law as the relationship between net force and mass, expressed as a = F/m. In this formula, F represents the net force in Newtons (N), and m represents mass in kilograms (kg), resulting in acceleration measured in meters per second squared (m/s²), which is equivalent to N/kg. For example, applying a net force of 5 N to a 7 kg ball yields an acceleration of approximately 0.71 m/s², confirming the direct application of the formula.

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jjg242
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Is acceleration involving N just N/kg?

so If I have a ball that is 7kg and 5 N of force is applied will the acceleration be 5 / 7 = 0.71 m/s/s ?
 
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Yes, but just to be clear I'll restate it: Newton's 2nd law says that the acceleration of an object is related to its mass and the net force on it according to: a = F/m. If F is measured in N, and m in kg, then a will be in m/s/s (which is equivalent to N/kg).
 

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