In which shape of motion does an object with constant velocity in one direction and constant acceleration in another direction go?
Front
a parabola
Back
W=Fx
W=area of the graphs
W=∆k (change in kinetic energy)
therefore...
Graph A has the least change in kinetic energy b/c the area is the smallest.
Front
The graphs shown are all drawn to the same scale, representing the net force F as a function of displacement x for an object moving along a straight line. Which graph represents the least change in kinetic energy of the object from x=0 to x=x1? Why?
Back
What equation do you use to find work?
Front
W=Fx
W is work, F is force, x is displacement
Because force and displacement are both vectors and you are taking the dot product of the two, they must be parallel. The value you get for work will be a scalar.
Back
Negative sign you have to watch for!
Front
F=-dU/dx
Back
How do you find the area of a graph given the equation for the function?
Front
add one to exponent then divide
Back
If F₁ is the magnitude of the force exerted by the Earth on a satellite in orbit about the Earth and F₂ is the magnitude of the force exerted by the satellite on the Earth, then what is true?
Front
F₁ is equal to F₂
Back
If a box is sliding up a frictionless ramp, its conservation of energy equation would be?
Front
1/2 mv^2=mgh
m=mass h=height
v=velocity g= acceleration due to gravity
Back
Two spheres are launched a the same time and from the same height. One is launched with a horizontal speed, v₀, from the height, while the other sphere is dropped. What can be determined about their time of flight?
Front
The spheres will land at the same time, because while one sphere is launched with a v₀ in the x-direction, the spheres both experience the same vertical motion. Vertical motion is what determines the time of flight and since it is equal for the two spheres, their time in the air is equal.
Back
What is linear momentum and what is it's equation?
Front
Linear momentum is a mass in motion.
p=mv(x)
p=mv(y)
p: momentum (Ns)
m: mass (kg)
v: velocity in both (x) and (y) direction because linear momentum is a vector!
Back
What is the equation to find the velocity of the center of mass?
Front
Vcm=∑(v*m/Mtot)
Vcm-velocity center of mass
equals
the some of the systems' particles: velocity*mass
Back
What is the kinetic energy equation?
Front
k=(1/2)mv²
k=kinetic energy (J)
m=mass (kg)
v= velocity (m/s)
Back
A yo-yo at the top of the swing. Write Newton's 2nd Law
Front
mg+T=ma
Back
When do you feel heavy on an elevator? When do you feel light?
Front
You feel heavy when you accelerate upward, because the normal force, the force you feel, is greater than weight. You feel light when you accelerate downward.
Back
When does center of mass stay stationary?
Front
When there are no external forces.
Back
Given a Force vs. Displacement graph, how can work done by a spring's force be calculated?
Front
The work can be calculated by finding the area under the curve. Why? Because Work is the integral of a Force vs. Displacement graph (power rule backwards).
Back
What is the equation for centripetal acceleration?
Front
a(subscript)c= v²÷r
a(subscript)c: centripetal acceleration
v: speed
r: radius
*Remember, this is only for things changing directions-not for speeding up or slowing down
Back
Mass M₁ is moving with speed v toward stationary mass M₂. The speed of the center of mass of the system is...
Front
(M₁÷(M₁+M₂))v
Back
What is a vector?
Front
a quantity with magnitude and direction
Back
What happens when the velocity vector of an object is in the same direction as the acceleration vector of an object?The opposite direction? Perpendicular?
Front
When the velocity and acceleration vectors are in the same direction, the object is speeding up. When these vectors are in the opposite directions, the object is slowing down. When they are perpendicular to each other, the object is turning around.
Back
Centripetal force is ____ to the velocity
Front
Perpendicular
Back
When an object is at equilibrium what MUST be true about the object? Why?
Front
The object must have an acceleration of 0 and no net force acting on it. This is commonly mistaken with the object must be at rest or moving with a constant velocity. The object could be moving with a constant velocity or remain at rest.
Back
"Derive a differential equation" means...
Front
Write your Newton 2nd Law equations and substitute a=dv/dt
Back
What is the angle of maximum range for a surface with no vertical displacement?
Front
45°
Back
To stretch a certain nonlinear spring by an amount x requires a force F of F=5x²-17x+3, where F is in newtons and x is in meters. What is the equation for the work done?
Front
Work is the backwards power rule (integral) of a force equation.
Work is the change in potential energy.
W=(5x³/3)-(17x²/2)+3x
Back
What is the equation when the mechanical energy of a system is conserved?
Front
U+K=U+K
Back
what does negative velocity tell you?
Front
that the object is moving to the left
Back
If a book is being pushed against a wall, the normal force would be?
Front
Perpendicular to the wall
Back
When do you draw a best fit line? Does a best fit line have to go through the origin?
Front
-In general, we fit lines to data to determine slope
-rearrange an equation to get the meaning of slope (change of y divided by x)
-Does not need to go through the origin
Back
What is the slope of a position versus time graph?
Front
velocity
Back
Approach for Boat problems
Front
center of mass does not move! set reference point that doesn't move, then write center of mass equation for before and after mass redistribution.
Back
Define center of mass.
Front
The center of mass is the average position of a system's mass
Back
How can ∆velocity be calculated given an acceleration v. time graph?
Front
To calculate ∆velocity on an acceleration v. time graph, determine the area under the graph on the needed interval.
Back
If an object's displacement vs. time graph is linear, what is its acceleration?
Front
0 m/s²
Back
What angle is max range off a cliff?
Front
less than 45 degrees
Back
What does turning around look like on a velocity vs. time graph?
Front
Crossing the x-axis.
Back
What does the area of a Force/Time Graph represent?
Front
Impulse
Back
When astronauts are in space, they are in...
Front
free fall
Back
Are the following terms vectors or scalars?
distance
speed
work
Front
scalars
Back
Does the center of mass have to remain in your body?
Front
No. For example, when high jumpers arch their body in a U shape to clear the bar, their center of mass actually goes under the bar. This allows them to jump really high.
Back
The position of a particle moving in a xy plane is given by r=(6t³+3t)i+(5-2t²)j with position in meters and time in seconds. Write the expression for the acceleration as a function of time.
Front
First, take the derivative of the position equation to find the velocity expression as a function of time.
v=(18t²+3)i+(-4t)j
Next, take the derivative of the velocity equation to find the acceleration of the particle as a function of time.
a=(36t)i+(-4)j
Back
Write Newton's 2nd Law equations for the following situation:
Bob pulling a block on a frictionless horizontal surface at an angle.
Front
N+Fsinθ-mg=0
Fcosθ=ma
Back
How do you find the average acceleration of a acceleration vs. time graph?
Front
Area/time
Back
The object changes direction twice because the velocity changes signs (crosses the x-axis) twice.
Front
How many times does the object change direction?
Back
What is power?
Front
Power is the rate of energy transfer, measured in watts.
P=∆W/t
P=Fv
W is work (Joules)
t is time (seconds)
F is force (Newtons)
v is velocity (m/s)
Back
How do you convert degrees to radians?
Front
(degrees given)/(180/π)
Back
The acceleration of a particle traveling along the x-axis is expressed by the equation a=12t. If the particle starts moving at position x=3 with a velocity of 4 m/s, what is its position at t=10 seconds?
Front
x=2043m
Do power rule backwards...don't forget about initial position and velocity!
v=6t^2 +4
x=2t^3 + 4t + 3
Back
In which shape of motion does an object with constant velocity in one direction and constant velocity in another direction go?
Front
a straight line
Back
What quantity is the area of a velocity vs time graph?
Front
displacement
Back
What is drag force and how is it found?
Front
Drag force is a force opposite to relative motion through a medium.( fluid, air...)
the equation for Drag Force is usually given on ap
note that, at terminal velocity D=mg because acceleration =0
Back
What is the difference between conservative and nonconservative forces?
Front
Conservative forces are forces that change energy from potential energy to kinetic energy (gravity). Nonconservative forces, such as friction, are forces that change energy to heat. If there is no nonconservative forces present, then U+K at one point equals U+K at every other point.
Back
Section 2
(50 cards)
First kinematics equation (constant acceleration)
no displacment
Front
This is also average acceleration (slope of the second line of a velocity vs time graph)
Back
Second kinematics equation (constant acceleration)
no final velocity
Front
most often used for projectile motion
Back
Work for rope falling off table
Front
if lifting rope divide by 2
λ stands for linear density
Back
If a block of mass M with velocity V has an elastic collision with a stationary block of mass M, what is the second block's final velocity?
Front
V
Back
instantaneous acceleration
Front
Slope of the Tangent line
power rule forwards (multiply by exponent then subtract one)
2nd derivative of position as a function of time
Back
velocity of center of mass
Front
Back
Instantaneous velocity
Front
slope of the Tangent line
Power rule forward (multiply by exponent then subtract one)
Back
Calculus: Definition of Center of Mass
Front
λ stands for linear density
Back
tangential acceleration
Front
Back
When is momentum conserved during an interaction?
Front
When the net external force equals zero
Back
Defining a Potential Energy
Front
negative work
Back
Definition of Average Power (algebra)
Front
Back
Algebra: Definition of Center of Mass
Front
Back
What can be found by determining the instantaneous slope of a Velocity vs. Time graph?
Front
the instantaneous Acceleration
Back
total acceleration
Front
no angular acceleration
Back
Calculus: Definition of Work
Front
Back
Definition of Work (algebra)
Front
dot product!
Back
conversion for linear and angular velocity
Front
Back
Algebra: Definition of Moment of Inertia
Front
Back
Newton's 3 Laws
Front
Back
Force of static Friction
Front
static friction is a variable force!
Only as strong as it needs to be
Back
Elastic Potential Energy for Hooke's Law spring
Front
Back
Block A is moving at a constant velocity V₀. The block then collides with block B, of the same mass, and stick together in an elastic collision. What is the new velocity of the two blocks?
Front
V₀/2
Back
Dot Product
Front
multiply parallel vectors then add for SCALAR answer=56 Joules
Back
Force of kinetic friction
Front
depends on materials and normal force acting on object
Back
Impulse-Momentum
Front
Back
Cross Product
Front
use matrix to multiple perpendicular vectors to get a vector answer 3Nmi-6Nmj+3Nmk
Back
conversion between translational displacement and angular displacement
Front
Back
Finding force given potential energy as a function of position
Front
Negative Sign!
Back
Finding Position given velocity versus time equation
Front
Area of velocity vs time plus initial position
power rule backwards (add one and then divide by exponent) + initial condition
Back
Definition of Instantaneous Power
Front
Back
Fourth Kinematics Equation (constant acceleration)
no acceleration
Front
Back
conservation of energy with friction
Front
Back
Weight
Front
depends on location and planet
Back
average velocity
Front
average velocity is the slope of the secant line
Back
Hooke's Law
Front
Back
Newton's Second Law, traditional
Front
Back
linear/tangential velocity for circular motion
Front
T is period= time for one complete circle
Back
Newton's Second Law, calculus
Front
Back
Is a high jumper's center of mass at at the peak of their jump stable or unstable?
Front
unstable
Back
radial/ centripetal acceleration
Front
Back
Conservation of Mechanical energy
Front
potential loss is kinetic gained
Back
Third kinematics equation (constant acceleration
no time)
Front
Back
A rock explodes, sending two pieces, one of mass M and one of mass 3M, in two opposite directions. How does the center of mass change after the explosion?
Front
The center of mass doesn't change
Back
Work-Energy Theorem
Front
Back
angular acceleration definition (calculus)
Front
Back
Gravitational Potential Energy
Front
Back
energy from power
Front
Back
Calculus: Definition of Moment of Inertia
Front
lambda stands for linear density
Back
Final velocity from acceleration vs time equation
Front
area of acceleration vs time plus initial condition
power rule backwards (add one then divide by exponent) + initial condition
Back
Section 3
(50 cards)
What are the 3 possibilities for the motion of an object that accelerates?
Front
Speeding up
Slowing down
Change direction
Back
What is the conservation of energy equation for a block of mass M going downward by a height of H onto a lower floor right into spring of spring constant K
Front
mgh+1/2mv^2=fx+1/2kx^2
Back
What force acts on an object in the air?
WHat is the direction of this force?
Front
Gravity
Down
Back
definition of torque (calculus)
Front
Back
Which force is the strongest?
a.Max Static Friction b. Static Friction c. Kinetic Friction
Front
a Max static friction
Back
Acceleration (calculus speak)
Front
Instead of writing "a" write dv/dt because its the change of velocity over the change in time
Back
The car travels forward with constant velocity. It goes over a small stone, which gets stuck in the groove of a tire. the initial acceleration of the stone, as it leaves the surface of the road, is:
a. Vertically upward
b. Horizontally forward
c. Horizontally backward
d. Zero
e. Upward and forward at approximately 45⁰ to the horizontal
Front
a. Vertically upward
The acceleration of a rotating object always points toward the center of rotation.
Back
What does perfectly inelastic mean?
Front
The two objects stick together after collision.
Back
Why do we feel like we are being pushed onto the side of a car when we turn? Doesn't that mean that we're accelerating outward?
Front
no you're feeling the normal force, and the car's centripetal force is causing it.
Back
If you had to construct a lab based on the conservation of energy, specifically the transformation of ths energy from potential to kinetic, what tool(s) would be necessary?
a. Meterstick
b. Different masses
c. Electronic balance
d. Stopwatch
e. Track
Front
Meterstick and Stopwatch
Back
If a block is being tugged by a string on top of another block which rests on a friction-less plane, the force acting on the lower block is equal to the ________ of the upper block.
Front
Force of friction.
Back
Rotational Kinetic energy
Front
Back
What does the negative derivative of a potential energy vs. position graph represent?
Front
Force
Back
A constant slope on a velocity vs time graph means what in terms of acceleration?
Front
A horizontal line acceleration graph
Back
Given the position of an object as a function of time, how would you find the acceleration of that object?
Front
Power rule (forwards) twice. Doing the power rule gives you the slope of the function. The slope of a position vs. time graph is velocity. The slope of a velocity vs. time graph is acceleration.
Back
In a collision based on momentum, if the masses stick together does the final velocity compared to their initial velocities increase, decrease, or stay the same?
Front
decrease
Back
Velocity when rolling without slipping
Front
Back
Rotational Inertia of rod: Calculus
Front
λ stands for linear density
Back
An object is moving along a horizontal surface with no friction and hits another object that is stationary. They stick together and keep moving. Which is true?
A. Momentum only is conserved
B. Momentum and energy are conserved
C. Energy alone is conserved
D. Neither can be conserved
Front
A. Momentum only is conserved
Back
If a man jogs from his house to Starbucks, gets a coffee, and takes an alternative route home, what his displacement?
Front
dx=0
Back
What is the force of contact?
Front
The point force at the point of contact between two objects. By newtons third law the forces act equaly and oppositely.
Back
The relationship between acceleration and velocity is given by the equation a(t)=4t^3+3t^2+t. What is the equation for the relationship between displacement and time? Negate any unknown constants.
Front
x(t)=(1/5)(t^5)+(1/4)(t^4)+(1/6)(t^3)
Back
What is the difference between an elastic collision and an inelastic collision?
Front
In an inelastic collision only momentum is conserved. In a elastic collision both momentum and energy are conserved.
Back
How can we find rotational inertia?
Front
rotational inertia is mR^2. I=inertia
I=∫(r^2)dm
Back
How do you find tangential velocity using arc length?
Front
v=2πr/T
Back
For a nonlinear spring, the relationship between force and displacement is given by the equation F=3k(x^5). what is the amount of work down be stretching the spring distance d?
A) 3k(d^5)
B) (1/3)k(d^5)
C) (3/5)k(d^5)
D) .5k(d^6)
E)3k(d^6)
Front
correct answer: d
Back
What is the vertical velocity of a projectile at its highest point?
Front
v= 0, zilch, nada
Back
How does the center of mass of an object change if only internal forces are acting on the object?
Front
The center of mass does not change if only internal forces act on the object. Only external forces can change the center of mass.
Back
What does an instantaneous slope on a position vs. time graph mean?
Front
Instantaneous velocity at that time. Derive the position equation WITH RESPECT TO TIME and plug in time to find the velocity at that point!
Back
To stretch a certain nonlinear spring by an amount x requires a force F given by F=33x^2+20x-6x^2+1, where F is in Newtons and x is in meters. What is the change in potential energy ?
Front
U=-11x^3-10x-2x^3-1x
Back
If you have a block of mass y over a spring that is compressed a distance x vertically, find the spring constant.
Front
Kx = yg
K=(yg)/(x)
Set up your newton's second law equations and solve for K.
Back
Can we assume that every collision where the objects bounce is an elastic colison? Why or why not?
Front
No. Just because objects bounce doesn't mean energy is conserved. For example, in Newton's cradle, the balls bounce but eventually stop colliding, which means energy was lost in the system or the balls would collide forever.
Back
angular momentum for system
Front
Back
At one moment, someone on the ground sees an object falling with a velocity v. A plane flying sees it falling at v1 at an angle to the ground. How fast is the plane going?
Front
You make a velocity triangle with v1 as your hypotenuse v as your vertical leg. Use pythagorean to find your unknown velocity, which is your plane. You get sqrt(v1^2-v^2) for the answer
Back
Acceleration when rolling without slipping
Front
Back
Constant acceleration equations for rotation
Front
ω= ωo+αt
θ= ωot+1/2αt2
ω2=ωo2+2α θ
θ=1/2(ω+ ωo)t
Back
How do you find the minimum speed to make it around a loop-de-loop?
Front
mg=mv²/r
g=v²/r
v=√gr
Back
net torque for system
Front
Back
What is the acceleration of a 100lb object when it reaches terminal velocity?
Front
acceleration = 0
Back
Free body equation for a large squirrel climbing a robe that is strung over a vertical indigo colored aluminum pole and has a treasure chest attached to the other end:
Front
(Mg-mg=ma)
Back
The slope of a work vs. time graph is:
Front
Power. Because Work over Time is equal to power.
Back
Definition of Torque, vector style
Front
Back
Definition of Angular momentum for point particle
Front
Back
The force for a spring is represented by the equation F=Ax^3+Bx. Derive an expression for potential energy as a function of x.
Front
U=Ax^4/4+Bx^2/2
Back
True or False? An object with velocity always has force.
Front
False.
Back
How do you calculate the spring constant of a hanging Hooke's Law Spring?
Front
F = kx
mg = kx
k = (mg)/x
Back
Parallel-Axis Theorem
Front
Back
kinetic energy for rolling object
Front
Back
What is the acceleration of an object in parabolic motion at the top of its arc?
Front
X: 0 m/s^2
Y: -9.8 m/s^2
Therefore the net force is down
Back
What are three possible motions for an object that has a net force?
Front
Speed up, slow down, change direction
Back
Section 4
(50 cards)
Completely Inelastic Collision
Front
A collision where the two objects stick together after colliding.
Back
What is the slope of a Force vs. Displacement graph?
a. Velocity
b. Work
c. Spring Constant
d. Kinetic Energy
Front
c spring constant
Back
What are the two types of friction?
Front
Static (when the object is stuck) and kinetic (when the object is moving).
Back
The integral of a velocity versus time equation is what?
Front
The change in displacement of a position versus time function.
Back
Two people shoot water guns at each other on skateboards on frictionless surfaces. By the end of the fight their distance will have...
a) increased
b) decreased
c) stayed the same
Front
a) increased
Back
A 5kg box is on a frictionless incline plane. When the angle of the incline decreases will the normal force of the box increase or decrease?
Front
Increases!
Back
What are the three special cases for elastic collisions?
Front
Equal masses: v1(final)=0 and v2(final)=v1(initial)
Massive target: v1(final)=-v1(initial) and v2(final)=0
Massive projectile: v1(final)=v1(initial) and v2(final)=2v1(initial)
Back
what is the slope of a Force displacement graph of a hook's law spring?
Front
the spring constant K
Back
Arlo pushes two blocks in contact with each other, one with a mass of m1 and another with a mass of m2, on a frictionless surface with a force of F. Write an equation for the acceleration of both blocks.
Front
F=(m1+m2)a
a=F/(m1+m2)
Back
Which kind of equilibrium exists when a body is at rest on a hill? In a ditch? On the ground?
Front
On a hill=unstable equilibrium. In a ditch= stable equilibrium. On the ground= neutral equilibrium.
Back
What does the derivative of a velocity equation tell you?
Front
Acceleration equation.
Taking the derivative gives you the slope of the equation.
Back
What will reach terminal velocity first, an elephant or a mouse?
Front
The mouse.
Terminal velocity is reached when an object's drag force equals its weight. The mouse weights less so it will take less time for its drag force to equal its weight
Back
What does a freebody diagram look like for a book pushed against a wall (with the book on the left and the wall on the right)?
Front
Pushing force going right (towards the wall), normal force going left (away from wall), weight going down, static friction going up.
Back
What is terminal velocity?
Front
The velocity of an object when drag force equals the downward force of gravity
Back
What does the instantaneous slope of a momentum vs. time graph mean?
Front
Force! Take the derivative (power rule) of your momentum equation to find the force.
Back
What is impulse and what are a few formulas you can use to find it?
Front
Impulse is the change in momentum.
Impulse = Force x time
Impulse = mass(final velocity) - mass(initial velocity)
Impulse = area of a force/time graph (the integral)
Back
What is terminal velocity?
Front
The velocity at which an object with air resistance stops accelerating.
Back
What is the tension when sitting on a bosun's chair?
Front
The tension on each rope is equal and their sum has to equal the combined weight of you and the chair.
So 2T=(your mass+chair mass)g, then T=mg/2
Back
What determines the force of friction?
Front
The material (µ) and the normal force
Back
Area Under U vs x Means
Front
Nothing
Back
How does work relate to potential energy?
Front
Work is the negative change in potential energy. W=-U
Back
What does graph of projectile motion look like?
Front
Parabola (example graph), only vertical force acting on it is g.
Back
Are elastic collisions common in the real world? If not what is the closest thing we have to them? If they are common what is an example of one?
Front
Elastic collisions are very rare. The closest thing we have to them in the real world is when two billiard balls strike each other.
Back
Which of the following is not an energy equation?
a) Fx
b) -kx
c) 1/2mv^2
d) mgh
Front
Answer b is not an energy equation but Hooke's Spring Law equation. To get energy from this force equation, one must take the anti-derivative which will be -1/2kx^2
Back
What is the area of a acceleration V mass graph
Front
Force
Back
What does positive work mean?
Front
Object gains energy.
Back
Why is a hooke's law equation always negative?
Front
Because springs are always fighting the force you put on it
Back
A billiard ball going 3m/s hits an identical billiard ball that is at rest. What are the final velocities of the two billiard balls?
Front
Vfinal of 1st ball: 0m/s
Vfinal of 2nd ball: 3m/s
(V1f=0 ; V2f=V1i)
Back
What are the types of vectors?
Front
1. Displacement
2. Velocity
3. Acceleration
4. Force
5. Torque
6. Normal Force
7. Frictional Force
8. Momentum
Back
What simple equation could you use to find the time elapsed for an object travelling at a constant speed over a given displacement?
Front
x = vt
x - displacement (m)
v - velocity (m/s)
t - time (s)
Back
Equation for work done by a Hooke's Law spring
Front
1/2kx^2
k is the spring constant
x is the distance from the equilibrium point of the spring (compression)
Back
Maria accidentally let go of her balloon at a birthday party. Write the equation for Newton's second law of the balloon rising with air resistance acting on it.
Front
mg+D=ma
mg= weight
D= the force of air resistance
m= the mass of the balloon
a= the acceleration of the ballon
Back
What is the difference when using backwards power rule when force is related to x, and when force is related to time.
Front
When force is related to x, the result of the backwards power rule is work. When it's related to time, the result is impulse.
Back
On a potential energy (J) v. displacement (m) graph, the values for a particle at Point A are (5, 3). At Point B, the values are (7, 8). What does this tell you?
Front
After moving 5 meters, the particle gained 2 Joules of kinetic energy. Its elevation was raised.
Back
Which two of the following are true if an object is in equilibrium?
A. The object is at rest
B. Zero acceleration
C. Net force is zero
D. The object is moving with a constant velocity
Front
B and C
Back
What is the center of mass of an object?
Front
The average position of the mass.
Back
Minimum speed to make around a loop-the-loop
Front
mg=m(v^2/r)
m cancels
v=sqrt(gR)
r=radius, m=mass, g=gravity(9.8), v=velocity
Back
What would a graph of displacement look like if an object had a constant nonzero acceleration?
Front
The graph of displacement would look like a parabola
Back
What equation can be used for Elastic Collisions?
Front
V1i+V1f=V2i+V2f
Back
If the slope of a position versus time graph is linear, what would the graphs of the velocity versus time and acceleration versus time look like?
Front
velocity versus time: horizontal line at some y value(slope of 0), there is a constant velocity
acceleration: horizontal line on the x-axis, there is no acceleration
Back
What does going from a positive to negative slope mean on a position vs time graph?
Front
Changed direction (from going right to going left)
Back
What is the normal force of a block on a inclined plane?
Front
N=mgcosθ
(not mg!)
Back
What is the slope of a Friction vs Normal Force Graph?
Front
The coefficient of friction
Friction: (Coeff. of friction) * Normal force
Friction/Normal = Coeff. of Friction
Back
What are the three motions of an object with a net force?
Front
An object with a net force can be speeding up, slowing down, or turning around.
Back
When do you have to use energy conservation?
Front
For springs when finding maximum compression, swinging objects, and roller coasters.
Back
To find average velocity of an object:
Front
Change in displacement (NOT Velocity) divided by the change in time
Back
More time in a collision means what for the force?
Front
The force will be less if the time of impact is longer in order to keep the impulse the same. Impulse is the change in momentum. J = Force X Time or mv - mv(initial)
Back
What force do astronauts not have acting on them in space that they usually would have on earth?
Front
A Normal force
Back
Why to always wear a seatbelt
Front
Newton's 1st law state an object in motion tends to stay in motion unless acted on by an outside force. Therefore if you don't wear a seat belt and get in a crash, your body will continue moving unless you are buckled up.
Back
If a force is applied to one block which happens to be touching a second block, what is the equal and opposite force of each block on the other?
Front
Force contact
Back
Section 5
(4 cards)
What is the slope of a momentum vs. time graph?
Front
Force
F=dp/dt
Back
An object initially at rest experiences a time-varying acceleration a=2t for t≥0. What is the position vs time equation?
Front
x=t^3/3+ initial position
Back
What will happen to feather thrown at a velocity greater than its terminal velocity?
Front
It will slow down until it reaches its terminal velocity
Back
Finding Average Velocity from Graphs
Front
position vs. time: slope of secant line
velocity vs. time: A/t