Derive the relationship between Force, Mass and Acceleration. Also der

1.	Derive the relationship between Force, Mass and Acceleration. Also derive the SIunit of Force from the expression.
Answer» Answer: As per second law of motion: When a force ACTS on something, it makes it accelerate (go faster, slower or change direction). The AMOUNT of ACCELERATION DEPENDS on the size of the force and the MASS of the object. The bigger the force or the lighter the object, more it accelerates. Force = Mass × Acceleration $1n \: = \: kg \: (1kg \: = \: 2.2lb) \: \times ms {-}^{2} \: (1 \: ms { - }^{2} = \: 3.3 \: fts { - }^{2}$

Derive the relationship between Force, Mass and Acceleration. Also derive the SIunit of Force from the expression.

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Answer:

As per second law of motion:

When a force ACTS on something, it makes it accelerate (go faster, slower or change direction). The AMOUNT of ACCELERATION DEPENDS on the size of the force and the MASS of the object. The bigger the force or the lighter the object, more it accelerates.

Force = Mass × Acceleration

$1n \: = \: kg \: (1kg \: = \: 2.2lb) \: \times ms {-}^{2} \: (1 \: ms { - }^{2} = \: 3.3 \: fts { - }^{2}$

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Derive the relationship between Force, Mass and Acceleration. Also derive the SIunit of Force from the expression.​

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Derive the relationship between Force, Mass and Acceleration. Also derive the SIunit of Force from the expression.