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A car (VW) and a truck (C) collide inelastically (stick together). The impact is made in a very short time of Δt = 0.1 s. Initial speeds: UVW = 40.0 m / s UC = 30.0 m / s Masses: MVW = 900.0 kg MC = 2000.0 kg d) Determine the average vector acceleration AVW =                     AC = e) Vector average force on C and VW. (Do you notice something important in the results?). FVW =                        FC = f) For the case of truck C, determine its :   ΔP = Solve all subsections

A car (VW) and a truck (C) collide inelastically (stick together). The impact is made in a very short time of Δt = 0.1 s. Initial speeds: UVW = 40.0 m / s UC = 30.0 m / s Masses: MVW = 900.0 kg MC = 2000.0 kg d) Determine the average vector acceleration AVW =                     AC = e) Vector average force on C and VW. (Do you notice something important in the results?). FVW =                        FC = f) For the case of truck C, determine its :   ΔP = Solve all subsections

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A car (VW) and a truck (C) collide inelastically (stick together). The impact is made in a very short time of Δt = 0.1 s.

Initial speeds:
UVW = 40.0 m / s
UC = 30.0 m / s
Masses:
MVW = 900.0 kg
MC = 2000.0 kg

d) Determine the average vector acceleration
AVW =                     AC =

e) Vector average force on C and VW. (Do you notice something important in the results?).
FVW =                        FC =

f) For the case of truck C, determine its :   ΔP =

Solve all subsections

vw 60° C
Transcribed Image Text:vw 60° C
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