Homework Help is Here – Start Your Trial Now!
Science
Advanced Physics
Answer Step-wise with detailed explantions Please Answer the following question step-wise with detailed explanations. Thanks in advance PROBLEM 1 Two masses m, and m, are placed on a horizontal plane without friction. A spring with negligible mass is placed between the two masses. The masses are pushed one against each other such that the spring is compressed by an amount Ax. The two masses are then released and let free to slide on the plane. The first one (m₁) moves to the left with initial velocity voi, climbs up on an incline up to a height of h-5cm with final velocity v₁-8m/s. The second one my moves to the right on the horizontal plane with velocity Vez. Knowing that m₂=3m, compute: a) The velocity voz of the second mass after the spring has decompressed (note that the values of the masses, the spring compression and the spring constant are unknown). Suppose now that m₁ = 0.5 Kg, m₂ = 1.5 Kg, Ax = 10 cm. X. b) Compute the elastic constant k of the spring.

Answer Step-wise with detailed explantions Please Answer the following question step-wise with detailed explanations. Thanks in advance PROBLEM 1 Two masses m, and m, are placed on a horizontal plane without friction. A spring with negligible mass is placed between the two masses. The masses are pushed one against each other such that the spring is compressed by an amount Ax. The two masses are then released and let free to slide on the plane. The first one (m₁) moves to the left with initial velocity voi, climbs up on an incline up to a height of h-5cm with final velocity v₁-8m/s. The second one my moves to the right on the horizontal plane with velocity Vez. Knowing that m₂=3m, compute: a) The velocity voz of the second mass after the spring has decompressed (note that the values of the masses, the spring compression and the spring constant are unknown). Suppose now that m₁ = 0.5 Kg, m₂ = 1.5 Kg, Ax = 10 cm. X. b) Compute the elastic constant k of the spring.

icon
Related questions
Question

Please Answer the following question step-wise with detailed explanations.

Thanks in advance? ❤️

Answer Step-wise with detailed explantions Please Answer the following question step-wise with detailed explanations. Thanks in advance PROBLEM 1 Two masses m, and m; are placed on a horizontal plane without friction. A spring with negligible mass is placed between the two masses. The masses are pushed one against each other such that the spring is compressed by an amount Ax. The two masses are then released and let free to slide on the plane. The first one (m) moves to the left with initial velocity voi, climbs up on an incline up to a height of h-5cm with final velocity v₁-8m/s. The second one m, moves to the right on the horizontal plane with velocity voz. Knowing that m₂-3m, compute: a) The velocity voz of the second mass after the spring has decompressed (note that the values of the masses, the spring compression and the spring constant are unknown). Suppose now that m₁ = 0.5 Kg, m₂ = 1.5 Kg, Ax= 10 cm. X. b) Compute the elastic constant k of the spring.
Transcribed Image Text:Answer Step-wise with detailed explantions Please Answer the following question step-wise with detailed explanations. Thanks in advance PROBLEM 1 Two masses m, and m; are placed on a horizontal plane without friction. A spring with negligible mass is placed between the two masses. The masses are pushed one against each other such that the spring is compressed by an amount Ax. The two masses are then released and let free to slide on the plane. The first one (m) moves to the left with initial velocity voi, climbs up on an incline up to a height of h-5cm with final velocity v₁-8m/s. The second one m, moves to the right on the horizontal plane with velocity voz. Knowing that m₂-3m, compute: a) The velocity voz of the second mass after the spring has decompressed (note that the values of the masses, the spring compression and the spring constant are unknown). Suppose now that m₁ = 0.5 Kg, m₂ = 1.5 Kg, Ax= 10 cm. X. b) Compute the elastic constant k of the spring.
Expert Solution
steps

Step by step

Solved in 4 steps with 5 images

SEE SOLUTIONCheck out a sample Q&A here
Blurred answer