Answer: The acceleration of the first object is twice that of the second second object
Explanation:
According to Newtons first law of motion, Force = mass × acceleration
Let m1 be mass of the first object
m2 be the mass of the second object
a1 be acceleration of the first object
a2 be acceleration of the second object
Since the second object has twice the mass of the first object therefore:
m2=2m1
For the first object,
F1=m1a1
For the second object,
F2=m2a2
F2 = (2m1)a2
Since the Sam net force is applied to both object, F1=F2
m1a1 = 2m1a2
i.e a1=2a2
a1/a2 =2/1
This shows that the acceleration of the first object is twice that of the second second object.
The acceleration of first object is twice of the acceleration of the second objects.
The relation between force and acceleration is given as,
[tex]F=ma[/tex]
Where m is mass and a is acceleration of object.
From above relationship, It is observed that, mass is inversely proportional to acceleration for constant force.
Given that, the second object has twice the mass of the first object.
Therefore, the acceleration of first object is twice of the acceleration of the second objects.
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