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Let buoyant force be F.
Now F - m g = m g/6
Which gives F = 7mg/6
Let M be the mass of sand to be put to give acceleration g/6 down. Writing equation of motion, (m+M) g - F = (m+M)g/6
Putting value of F we get,
(m +M)g - 7mg/6 = (m+M) g/6
mg +Mg -7mg/6 =mg/6 + Mg/6
Mg(1–1/6) = mg (1/6+7/6–1)
Mg × 5/6 = mg ×2/6
M = 2mg/5
M = 2×5×10/5
= 20 kg
hope this helps you out!
Now F - m g = m g/6
Which gives F = 7mg/6
Let M be the mass of sand to be put to give acceleration g/6 down. Writing equation of motion, (m+M) g - F = (m+M)g/6
Putting value of F we get,
(m +M)g - 7mg/6 = (m+M) g/6
mg +Mg -7mg/6 =mg/6 + Mg/6
Mg(1–1/6) = mg (1/6+7/6–1)
Mg × 5/6 = mg ×2/6
M = 2mg/5
M = 2×5×10/5
= 20 kg
hope this helps you out!
anurag9011:
but 20 is not in options
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