The string between blocks of masses 'm' and
is massless and inextensible. The system
suspended by a massless spring as shown. If
a2m and m
the string is cut, the magnitudes of accelerations
4)5g/14
3
)
8
bol
2) 8
.
4
)
bol
Answers
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5
Step-by-step explanation:
Solution :
In situation 1, the tension T has to hold both the masses 2m and m therefore,
T= 3mg
In situation 2, when the string is cut, the mass m is a freely falling body and its acceleration due to gravity is g. <br> For mass 2m, just after the string is cut, T remains 3mg because of the extension of string.
3m−2mg=2m×a
g/2=a
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