I thought total pressure = atmospheric pressure + (height x density x 9.81) but how comes in the solution to the above question they just worked out (height x density x 9.81) ?
I was doing a question about an air bubble under water earlier and I used total pressure = atmospheric pressure + (height x density x 9.81) and got the answer right. How comes we don't use it here?
I thought total pressure = atmospheric pressure + (height x density x 9.81) but how comes in the solution to the above question they just worked out (height x density x 9.81) ?
I was doing a question about an air bubble under water earlier and I used total pressure = atmospheric pressure + (height x density x 9.81) and got the answer right. How comes we don't use it here?
It asks for the pressure difference, not for the pressure at the bottom. Pressure at bottom = density*h*g + p0 (p0=atmospheric pressure) Pressure at top = p0 Difference between the two = density*h*g
It asks for the pressure difference, not for the pressure at the bottom. Pressure at bottom = density*h*g + p0 (p0=atmospheric pressure) Pressure at top = p0 Difference between the two = density*h*g
Why is the pressure at the bottom (density*h*g) whereas the pressure at the top is (p0) ?
Why is the pressure at the bottom (density*h*g) whereas the pressure at the top is (p0) ?
Thanks
It isn't. The exercise says: 'Calculate the pressure difference'. pressure difference = pressure at bottom - pressure at the top = density*h*g + p0 - p0 = density*h*g
It isn't. The exercise says: 'Calculate the pressure difference'. pressure difference = pressure at bottom - pressure at the top = density*h*g + p0 - p0 = density*h*g
So the pressure at the bottom = density*h*g + p0 and pressure at the top = p0
My question is why does the formula for the respective pressures differ?
They don't, you're just trying to find the pressure difference. p0 is just the pressure at the top, which is ρgh less than the pressure at the bottom. Hence why they work it out via the formula ρgh.