Gravity and Air Resistance Quick Check

1)It stops accelerating.

2)The greater the object’s surface area, the more air resistance it encounters.

3)Vt=2w/dACd

4)363 m/s

5)a typical meteorite’s weight, surface area, and coefficient of drag; air density close to Earth

1) When an object experiences both gravity and air resistance, eventually, the air resistance force will become equal in magnitude but opposite in direction to the force of gravity. At this point, the object will stop accelerating and reach its terminal velocity, which is the maximum constant velocity attained by the object.

2) Yes, the greater the object's surface area, the more air resistance it encounters. Air resistance depends on the surface area of the object facing the direction of motion. A larger surface area means more air molecules collide with the object, creating a greater resistance force.

3) The equation Vt = 2w / (dA Cd) represents the terminal velocity (Vt) of an object. In this equation:
- w refers to the weight of the object,
- d represents the air density,
- A is the cross-sectional area of the object facing the direction of motion, and
- Cd is the coefficient of drag, which indicates how aerodynamically efficient the object is.

4) The value of 363 m/s represents the terminal velocity of an object under certain conditions. It could be the terminal velocity of the object mentioned in the previous discussion, where its weight, surface area, coefficient of drag, and air density close to Earth were given.

5) In order to calculate the terminal velocity of a typical meteorite, you would need to know the weight, surface area, coefficient of drag, and air density close to Earth at the location where the meteorite is falling. These values can vary, so specific information is necessary to perform the calculation accurately.

This quick check seems to be related to the concepts of gravity and air resistance. Let's break down each statement and its significance:

1) "It stops accelerating":
This statement suggests that when an object is subject to the force of gravity and air resistance, it eventually reaches a point where the two forces balance each other out, resulting in zero net acceleration. This is known as terminal velocity.

2) "The greater the object’s surface area, the more air resistance it encounters":
This statement implies that air resistance is dependent on the surface area of an object. When an object has a larger surface area exposed to the air, it experiences more air particles colliding with it, thereby increasing the resistance it encounters.

3) "Vt=2w/dACd":
This equation appears to be related to terminal velocity, where Vt represents the terminal velocity, w represents the weight of the object, and d, A, and Cd represent air density, surface area, and the drag coefficient, respectively. It is likely that this equation is used to calculate the terminal velocity of an object.

4) "363 m/s":
This number could potentially be the value of the terminal velocity (Vt) of a specific object. Without additional context, it's difficult to determine the meaning behind this specific value.

5) "A typical meteorite’s weight, surface area, and coefficient of drag; air density close to Earth":
This statement suggests that for a typical meteorite, its weight, surface area, and coefficient of drag need to be considered along with the air density on Earth to calculate its terminal velocity. These factors play a role in determining how fast the meteorite will fall through the Earth's atmosphere.

1)It stops accelerating.

2)The greater the object’s surface area, the more air resistance it encounters.

3)Vt=2w/dACd

4)363 m/s

5)a typical meteorite’s weight, surface area, and coefficient of drag; air density close to Earth

1)It stops accelerating. 2)The greater the object’s surface area, the more air resistance it encounters. 3)Vt=2w/dACd 4)363 m/s 5)a typical meteorite’s weight, surface area, and coefficient of drag; air density close to Earth