4 g of Helium will have 6.023 x 1023 atoms and will occupy 22.414 liters.
So, 0.54 g of Helium will have 0.37 x 1023 atoms and will occupy 3.03 liters.
0.54 grams 1 mol = mass / Mr = mass / 4 (Helium's atomic weight is 4, it is a monoatomic gas) 1 mol = 0.54 / 4 = 0.00135 # of molecules of helium in the balloon = 0.00135 * 6.02 * 10^23
How much a helium balloon carries depends on the size of the balloon.
You measure the circumference of the balloon which is 46.75 and one cubic foot of hellium and it lifts about 1 ounce of sugar/anything, So one cubic foot of hellium will lift 1 ounce.
Soccer balls do not contain helium. if they did, they would float like a balloon! Actually, that's not true. A soccer ball would NOT float like a balloon--they weigh too much. It would, however, increase the distance ever so slightly over that of a regular air filled soccer ball. Eventually over time, the helium would dissipate, much like a helium balloon that slowly falls to the ground.
22.4 liter of Helium will weight 4.0026 g
0.54 grams 1 mol = mass / Mr = mass / 4 (Helium's atomic weight is 4, it is a monoatomic gas) 1 mol = 0.54 / 4 = 0.00135 # of molecules of helium in the balloon = 0.00135 * 6.02 * 10^23
If James is holding that much helium, he would be talking funny
How much a helium balloon carries depends on the size of the balloon.
depends how big the helium balloon is and how many
how much helium can a air balloon hold
a tank of helium and alot of those balloon thingy's
Carbon dioxide will keep a balloon inflated longer than helium will, because its molecules are much larger and therefore less able to escape through the material of which the balloon is made.On the other hand, helium is much lighter so will give a balloon greater lift while it lasts.
* Calculate the volume of the ballon * Calculate the weight of the helium: G= V x 0,1786 (the helium density in g/L) * Add the weight of the balloon material (rubber, plastic, etc.)
It all depends on the size of the balloon AND on the lifting gas (hydrogen, helium, hot air).
You measure the circumference of the balloon which is 46.75 and one cubic foot of hellium and it lifts about 1 ounce of sugar/anything, So one cubic foot of hellium will lift 1 ounce.
2.6091954023 grams
A full balloon contains more gas than an empty balloon (even an empty balloon contains a little air). Therefore a full balloon is heavier than an empty balloon (assuming the balloons are the same weight to begin with). However, if filled with a lighter-than-air gas, such as helium, the full balloon will defy gravity due to its increased buoyancy. The only other difference is that the skin of a full balloon will be stretched and will therefore be much thinner than the skin of an empty balloon. This stretching increases the pressure upon the gas contained therein, therefore the gas is compressed inside the balloon.