Question
A rubber ball filled with air has a diameter of 25.1 cm and a mass of 0.618 kg. What force is required to hold the ball in equilibrium immediately below the surface of water in a swimming pool?
I tried using the equation
B = density(fluid)volume(object)g
B = 1.0E3(4/3(pi)(.1255^3))(9.8)
and I got 81.14 and it says that I am off by 10% so I know I am close...but I can't get it to accept my answer.
I tried using the equation
B = density(fluid)volume(object)g
B = 1.0E3(4/3(pi)(.1255^3))(9.8)
and I got 81.14 and it says that I am off by 10% so I know I am close...but I can't get it to accept my answer.
Answers
You have to subract the weight of the ball from that. It is 5.87 N. That reduces the force you need to submerge ball.
You are actually about 8% off.
You are actually about 8% off.
thanks again
Related Questions
A rubber ball filled with air has a diameter of 25.0 cm and a mass of 0.540 kg. What force is requie...
A rubber ball filled with air has a diameter of 21.7 cm and a mass of 0.523 kg. What force is requir...
A large air-filled rubber ball is tethered to the bottom of a swimming pool. The tension in the teth...