A spring balance reads 10 kg when a bucket of water is suspended from it. What is the reading on the spring balance when
(i) an ice cube of mass 1.5 kg is put into the bucket.
(ii) an iron piece of mass 7.8 kg suspended by another string is immersed with half its volume inside the water in the bucket? Relative density of iron = 7.8.
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Here is the a answer -
(i) Weight of bucket when suspended from spring balance = 10 kg
Reading on spring balance when ice of mass 1.5 kg is put in bucket =
10+1.5= 11.5 kg
(ii) Mass of iron piece = 7.8 kg
Density of iron = Mass × Volume
Volume of iron piece = 7.8/7.8×10 = 10^-3 kg^3
Volume of iron immersed = 10^-3/2 =
Mass of water displaced by iron piece = 10^-3/2 × 10^3 = 0.5 kg
Now, reading in spring balance = 10+0.5 = 10.5kg
Hope it gekls...!!!
(i) Weight of bucket when suspended from spring balance = 10 kg
Reading on spring balance when ice of mass 1.5 kg is put in bucket =
10+1.5= 11.5 kg
(ii) Mass of iron piece = 7.8 kg
Density of iron = Mass × Volume
Volume of iron piece = 7.8/7.8×10 = 10^-3 kg^3
Volume of iron immersed = 10^-3/2 =
Mass of water displaced by iron piece = 10^-3/2 × 10^3 = 0.5 kg
Now, reading in spring balance = 10+0.5 = 10.5kg
Hope it gekls...!!!
Answered by
16
ans is....
(10+1.5)kg=11.5kg
(10+1.5)kg=11.5kg
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