Answer:
1b. It specifically relates to inertia of bodies
1c. Force of the car seat on our backs
2a. Matter requires force input to influence inertia
2b. Double the mass
2c. Work = F × d, Increased force per unit acceleration, increases work and increase number of combustion to move a given distance
Step-by-step explanation:
1b. Inertia is the property of an object to remain either at rest or in motion and Newton second law states that a body will remain at rest or continue its motion in a straight line unless it is acted upon by an external force.
1c. When at rest or the car is not in motion, the body and the car seat are at a specific location. When the car starts to accelerate, the forward thrust is transferred through the car seat to the body, making one feel pressed back into the seat
2a. Newton's second law of motion states that mater must be acted upon by a force to obtain a change in its rest state or linear motion
2b. We have the relationship for force as
F = m·a = Mass × Acceleration
Therefore, the force is directly proportional to the acceleration and therefor 2·F = 2·m·a
Which means for the acceleration to stay the same the mass must be doubled
2c. From the above relation, as the mass increase the force required to cause motion also increase and therefore, since work = Force × Distance
The work done by a car with a large mass is more than the work done by a car with a small mass which translates to the amount of combustion to provide a given displacement hence a car with a larger mass might use more fuel than a car with a smaller mass.