Given:
Mass of car = 102 kg
Velocity of car = 12 m/s
Mass of truck = 210 kg.
Assuming that both vehicles end with zero speed after collison, let's solve for the followinG.
• (b). What is the cars momentum before the collision?
To find the car's momentum before collision, apply the formula:
Where:
m = 102 kg
v = 12 m/s
The car's momentum before collision is 1224 kg.m/s
• (c). What was the change in the car’s momentum?
Since the car will end with zero speed, the final velocity, vf = 0 m/s
To find the change in momentum, we have:
The change in the car's momentum is -1224 kg. m/s
• (d). What was the change in the truck’s momentum?
Where:
mass of truck = 210 kg
Since both vehicles stopped after collision, the final momentum will be zero.
Now, apply the equation:
Where:
P = 0
m1 is the mass of car
v1 is the initial velocity of the car
m2 is the mass of the truck
v2 is the initial velocity of the truck.
Thus, we have:
The initial velocity of the truck is = 5.83 m/s
To find the change in the truck's momentum, we have:
The change in momentum of the truck is -1224 m/s.
• (e). What was the truck’s original momentum?
The truck's original momentum is 1224 kg.m/s
• (f). , How fast was the truck moving before the collision?
From the calculation in part D, we can see the velocity of the truck before collision is 5.83 m/s
ANSWER:
• (b). 1224 kg. m/s
,
• (c). -1224 kg.m/s
,
• (d). -1224 kg m/s
,
• (e). 1224 kg.m/s
,
• (f). 5.83 m/s