1
Ritika
·2009-04-06 09:33:32
not really sure, but here goes...
given that the reading of the spring balance is 16N. So it implies that the force applied by the water on the block is 4N i.e. the apparent weight of the block in the water is 4N. On the weighing machine, the total weight is recorded, so 40 + 4=44N.
Waiting for the actual answer, now.
1
Vivek
·2009-04-06 09:38:18
yeah 44,what abt the second one
what i thought is that more air means more pressure,which will tend to push the block down slightly but the answer is that it will remain as it is
1
Ritika
·2009-04-06 09:39:45
was thinkin dat...but lks lyk it wont wrk.
1
Ritika
·2009-04-06 09:40:43
i dunno, water gets compressed, density increases nd more thrust on the block so same?
33
Abhishek Priyam
·2009-04-06 09:42:06
The amount of block inside the water is independent of atm pressure.
Force on block is only mg and v'Ïg
Vdg=v'Ïg
v'=Vd/Ï
nowhere is atm pressure
It pushes both block and water.
106
Asish Mahapatra
·2009-04-06 22:02:05
Q1. From FBD of block inside water,
T = 16N so, U = mg-T = 20-16 = 4N
Now, As water has exerted U force on block so it will get back U force from the block .. as the FBD of water in the 3rd diag...
So, mg + U = R
==> R = 40+4 = 44 N
Q2.
h = height of wood immersed in water. Initially... forces on block were. P downwards, P+dgh upwards (d=density) and mg downward.. the resultant of P and P+dgh = dgh upwards.. = mg
Finally if the pressure due to air became P' ... the resultant of P' and P'+dgx = dgx ... now it needs to balance mg ... = dgh
So, x=h hence the height of immersed water wont change...