What Will The Density Be If The Radius Of The Sphere Is Halved, Compressing The Air Within?

What Will The Density Be If The Radius Of The Sphere Is Halved, Compressing The Air Within?. Let the mosque is and one volume initial volume is 31 on initial densities. This problem has been solved!

Air enclosed in a sphere has density 1.5 kg/m^3. What will the density from plainmath.net

It is said that if the. Air enclosed in a sphere has density 1.5 kg/m^3. When radius is halved, volume = 1/8 times so, density = 8 times original = 8 x 1.5 kg/m^3 = 12 kg/m^3

When Radius Is Halved, Volume = 1/8 Times So, Density = 8 Times Original = 8 X 1.5 Kg/M^3 = 12 Kg/M^3

D = density m = mass v = volume d 1 = 1.4 kg/m 3 mass is constant since the air will only be compressed. Thus it would be a lot denser than a regular building of the same. Density of air enclosed in a sphere is, ρ = 1.4 k g m 3.

V=\Frac{4}{3} \Pi R^{3} Where $R$ Is The Radius Of The Sphere.

D = m/v yielding m = dv therefore, d 1 v 1 =d 2 v 2 but. Let m be the mass of the enclosed air and v = 4 3 π r 2 be the volume of the sphere. Up to $2.56 cash back get the detailed answer:

Here, R Is The Radius Of Sphere.

Density is lesser, so it is given that there is a sphere and initially it has some air in it. (b) calculate the buoyant force acting on the balloon. It is said that if the.

Air Enclosed In A Sphere Has Density 1.5 Kg/M^3.

Let the mosque is and one volume initial volume is 31 on initial densities. The air enclosed in a sphere has a density of 1.2 kg/m3. Density is the mass per unit volume.

Air Enclosed In A Sphere Has Density 1.3.What Will The Density Be If The Radius Of The Sphere Is Halved, Compressing The Air Within?

What will the density be if the radius of the sphere is halved,. If mass is kept constant (sphere is compressed) in this case mass remains the same as earlier and only radius gets halved. What will the density be if the radius of the sphere is halved, compressing the air within?

Location:

WHATSB