Flash Cards 1
Speed equation
π =π/βπ‘
Velocity equation
π£=βπ₯/βπ‘
Acceleration equation
π=βπ£/βπ‘
Describe the relationship between the
direction of the displacement and
velocity vectors for any object in
motion.
The displacement and velocity vectors are ALWAYS in the same direction; ie: +Ξx & +v or - Ξx & -v
Describe the relationship between the
direction of the velocity and
acceleration vectors for an object that
is speeding up.
The velocity and acceleration vectors are in the same direction; ie: +v & +a or -v & -a
Describe the relationship between the
direction of the velocity and
acceleration vectors for an object that
is slowing down.
The velocity and acceleration vectors are in the opposite direction; ie: +v & -a or -v & +a
Which 5 variables should you always list
out when solving motion problems with
kinematic equations?
π=
ππ=
ππ=
π=
βπ₯=
Force
any push or pull on an object resulting from the object
Β·vector quantity with both magnitude and direction
Β·unit: Newtons (N)
gravitational force (Fg)
the attractive force between any two objects with mass; the force that causes the acceleration due to gravity
Β·Fgravity = mg (where g is the acceleration due to gravity -9.8 m/s2)
weight
The magnitude of the gravitational force
non-contact forces
interactions between objects that are not touching
contact forces
interactions between objects that are touching
friction force (Ff)
the force opposing the relative motion of an object
typically the kinetic friction force
πΉπ=ππΉπ
drag Force (Fdrag)
the force opposing the relative motion of an object as it moves through a gas (such as air) or a liquid
air resistance (Fair)
type of drag force, specifically referring to the friction force opposing the motion of an object as it moves through the air