Two simple clutch disks of equal mass 6.3 kg are initially separate. They also have equal radii of R=0.55 m. One of the disks is accelerated to 5.7 rad/s in time Δt = 1.8 s. They are then brought in contact and both start to sping together. Calculate the angular velocity of the two disks together.
"M_1=M_2,"
"\\omega_2=\\frac{\\omega_1}{\\sqrt 2}=4~\\frac{rad}s."
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