How would you find part C? ### Collision Analysis Between Car and Pickup TruckAs shown below, a **850 kg car** traveling east collides with a **1820 kg pickup truck** that is traveling north. The two vehicles stick together as a result of the collision. After the collision, the wreckage is sliding at \( v_f = 16 \, \text{m/s} \) in the direction \( \theta = 28^\circ \) east of north. Calculate the speed of each vehicle before the collision. The collision occurs during a heavy rainstorm, so you can ignore friction forces between the vehicles and the wet road. **Express your answers using appropriate mks units.**#### Diagram- The diagram displays a car moving east and a pickup truck moving north, with their collision resulting in a combined movement at an angle of \( \theta = 28^\circ \) east of north. #### Calculations- **A.)** \( v_{\text{car},i} = 23.595 \, \text{m/s} \) ✔️- **B.)** \( v_{\text{truck},i} = 20.725 \, \text{m/s} \) ✔️- **C.)** Determine what fraction of the total initial kinetic energy is turned into thermal energy as a result of the collision. \[ \frac{\Delta TE}{KE_{\text{total},i}} = 0.5447 \, (\text{incorrect}) \]### Notes- The calculation of the fraction of kinetic energy turned into thermal energy involved comparing initial and final kinetic energies, but the answer provided seems to need revising.### ConclusionThis content provides an in-depth analysis of a collision problem, facilitating understanding of physics concepts such as conservation of momentum and kinetic energy conversion in a real-world context.

As shown below, a 850 kg car traveling east collides with a 1820 kg pickup truck that is traveling north. The two vehicles stick together as a result of the collision. After the collision, the wreckage is sliding at v₁- 16 m/s in the direction -28° east of north. Calculate the speed of each vehicle before the collision. The collision occurs during a heavy rainstorm so you can ignore friction forces between the vehicles and the wet road. Express your answers using apropriate mks units. NORTH diagram V1 . EAST A.) Vcari = 23.595 m/s B.) Vtruck,i = 20.725 m/s C.) Determine what fraction of the total initial KE is turned into thermal energy as a result of the collision. ATE = 0.5447 X KE total,

As shown below, a 850 kg car traveling east collides with a 1820 kg pickup truck that is traveling north. The two vehicles stick together as a result of the collision. After the collision, the wreckage is sliding at v₁- 16 m/s in the direction -28° east of north. Calculate the speed of each vehicle before the collision. The collision occurs during a heavy rainstorm so you can ignore friction forces between the vehicles and the wet road. Express your answers using apropriate mks units. NORTH diagram V1 . EAST A.) Vcari = 23.595 m/s B.) Vtruck,i = 20.725 m/s C.) Determine what fraction of the total initial KE is turned into thermal energy as a result of the collision. ATE = 0.5447 X KE total,