3. Suppose a box enters a region of frictional floors, as seen in Fig. 3.x = 01μ1H₂μ3μ4H5μ6dThe box with mass m = 2 kg enters the region with initial speed vo= 10m/s. Each of the frictional patches has a length of d = (10/19.62) m. Then-th frictional patch has a coefficient of kinetic friction given by µn.(a) What is the initial kinetic energy of the box?(b) If n = 0.5 for all n, how far does the block travel before stopping?Find the thermal energy of the system at the end of each patchtraversed.(c) Do the same if n=n/5.(d) Do the same if µn = (10/11)". (Does this one ever stop?)mVo

Given that the initial position of the box is x=0m the initial velocity of the box is vo=10m/s mass…

Suppose a box enters a region of frictional floors, as seen in Fig. 3. x = 0 μ1 1₂ H3 μ4 H45 μ6 d The box with mass m = 2 kg enters the region with initial speed vo 10 m/s. Each of the frictional patches has a length of d = (10/19.62) m. The n-th frictional patch has a coefficient of kinetic friction given by un. (a) What is the initial kinetic energy of the box? (b) If n = 0.5 for all n, how far does the block travel before stopping? Find the thermal energy of the system at the end of each patch traversed. (c) Do the same if n = n/5. m Vo

Suppose a box enters a region of frictional floors, as seen in Fig. 3. x = 0 μ1 1₂ H3 μ4 H45 μ6 d The box with mass m = 2 kg enters the region with initial speed vo 10 m/s. Each of the frictional patches has a length of d = (10/19.62) m. The n-th frictional patch has a coefficient of kinetic friction given by un. (a) What is the initial kinetic energy of the box? (b) If n = 0.5 for all n, how far does the block travel before stopping? Find the thermal energy of the system at the end of each patch traversed. (c) Do the same if n = n/5. m Vo