00:01
So to solve for this, just remember the formula in finding hydrostatic pressure, equivalent to the density multiplied by three or the gravity, and h is the height.
00:15
Okay, so hydrostatic pressure of a liquid depends on the weight or height of the liquid.
00:21
Okay, so since we have the density and we know that gravity is 9 .81, just present.
00:31
Second squared so that's a constant then we also have the height so we could directly substitute it here and then we have the density which is 13 .5951 that's the density the unit is grams per cubic centimeters gravity is 9 .81 here's per second squared let's convert it to centimeters we have 100 cm is equivalent to 1 meter.
01:06
Okay, and then for the height, we have 1 .3 meters.
01:12
Then again, convert this to cm since our density is given in cm.
01:18
This will be 100 cm for every 1 meter.
01:23
Okay, so solving for this, we'll get 173 -3783 .3 .3 .3 .3 .3 .3 .3 .3 .3 .3 .1.
01:31
Three the unit for this will be grams per meter second squared okay and then how do we convert this to a unit of pressure okay just remember that pascal a unit for pressure pascal the a is equivalent to kilogram per meters per second squared so this is a unit for pressure pascal so that means we'll convert this our answer to kilogram uh per meter second square so that means we'll convert this uh our answer to kilogram uh per meter second so let's write here.
02:05
Convert this...