what does one need to know to be able to calculate an object’s acceleration?

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Given the formula, (average speed =total distance divided by total time), what is the bird’s average speed if it flies 150 m for 10 s, then 200 m for 10 s, and then 100 m for 5 s? a . 150 m/s c. 18 m/s b . 100 m/s d. 8.33 m/s

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Given the formula, (average speed =total distance divided by total time), what is the bird’s average speed if it flies 150 m for 10 s, then 200 m for 10 s, and then 100 m for 5 s?. Given the formula (F=ma), how much force is needed to accelerate a 62 kg rider and her 300 kg scooter at 6 m/s/s?. - PowerPoint PPT Presentation

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Page 1: What does one need to know to be able to calculate an object’s acceleration?

Given the formula, (average speed =total distance divided by total time), what is the bird’s average speed if it flies 150 m for 10 s, then 200 m for 10 s, and then 100 m for 5 s?

a. 150 m/s c. 18 m/s

b. 100 m/s d. 8.33 m/s

Page 2: What does one need to know to be able to calculate an object’s acceleration?

Given the formula (F=ma), how much force is needed to accelerate a 62 kg rider and her 300 kg scooter at 6 m/s/s?

a. 300 N c. 2172 N

b. 200 N d. 8.33 N

Page 3: What does one need to know to be able to calculate an object’s acceleration?

If the driver of a car suddenly makes a sharp turn, why will the passenger slide to the other side of the car?

a. friction c. inertia

b. gravity d. Air resistance

Page 4: What does one need to know to be able to calculate an object’s acceleration?

Use Newton’s second law of motion (F=ma) to calculate the mass of an object when the force of 28 N accelerates the object 3 m/s/s.

a. 0.1 kg c. 9.3 kg

b. 84 kg d. 8.33 kg

Page 5: What does one need to know to be able to calculate an object’s acceleration?

a. Distance traveled and total time

b. Starting point, endpoint, and the object’s mass

c. Starting velocity, final velocity, and the time it takes to change velocity

d. Average speed and direction traveled

What does one need to know to be able to calculate an object’s acceleration?

Page 6: What does one need to know to be able to calculate an object’s acceleration?

Because of projectile motion, where would one aim when shooting at a target?

a. Above the bull’s eye

b. Below the bull’s eye

c. To the left of the bull’s eye

d. To the right of the bull’s eye

Page 7: What does one need to know to be able to calculate an object’s acceleration?

In an action film, the hero is running forward along the top of a train that is traveling at 30 m/s. He’s chasing a villain at a rate of 6 m/s toward the front of the train. What is the hero’s resultant velocity during the chase?

a. 3 m/s forward c. 30 m/s forward

b. 24 m/s forward d. 36 m/s forward

Page 8: What does one need to know to be able to calculate an object’s acceleration?

a. The ball will remain in motion forever or until it hits another object

b. The ball will slow down and eventually come to a stop

c. The ball will not move in space for more than 5 km

d. The ball will explode due to friction

If an astronaut throws a ball in space, when will the ball stop?

Page 9: What does one need to know to be able to calculate an object’s acceleration?

Inertia is used when explaining which one of Newton’s laws?

a. First law of motion c. Third law of motion

b. Second law of motion d. Fourth law of motion

Page 10: What does one need to know to be able to calculate an object’s acceleration?

Which of the following objects have the LEAST inertia:

a. 7500 kg dump truck full of dirt

c. a 30 kg rock

b. a 2000 kg car d. a 5 kg cat

Page 11: What does one need to know to be able to calculate an object’s acceleration?

What causes a person to fall backward against the seat when an airplane takes off?

a.Air resistance c. Gravityb.Inertia d. Friction

Page 12: What does one need to know to be able to calculate an object’s acceleration?

When the brakes are suddenly applied to a moving vehicle, what causes a person to move forward in his/her seat?

a. Air resistance c. Gravity

b. Inertia d. Friction

Page 13: What does one need to know to be able to calculate an object’s acceleration?

a. It decreases as its mass increases and as the force acting on it increases

b. It decreases as its mass decreases and as the force acting on it increases

c. It increases as its mass increases and as the force acting on it increases

d. It increases as its mass decreases and as the force acting on it increases

What does Newton’s second law of motion state about an object’s acceleration?

Page 14: What does one need to know to be able to calculate an object’s acceleration?

a. The rock will have a greater acceleration than the ball

b. The ball will have a greater acceleration than the rock

c. Neither the ball nor the rock will accelerate, they will only have a velocity

d. The rock and the ball will have the same acceleration.

A student kicks a 0.7 kg ball. She then kicks a 70 kg rock with the same force. What can be said about the acceleration of the ball as compared to the rock?

Page 15: What does one need to know to be able to calculate an object’s acceleration?

What force is necessary to accelerate a 1,250 kg car at a

rate of 40 m/s/s (F=ma)?

a. 31.25 N c. 1,250 Nb. 40.0 N d. 50,000 N

Page 16: What does one need to know to be able to calculate an object’s acceleration?

If a force of 45N acts on an object with a mass of 12 kg, what

is its acceleration? (F=ma)

a. 0.26 m/s/s c. 540 m/s/sb. 3.75 m/s/s d. 25 m/s/s

Page 17: What does one need to know to be able to calculate an object’s acceleration?

a. Have another student help push the chair

b. Have the man in the chair hold 50 kg of bricks

c. Have the man in the chair put his feet on the floor

d. Have the man sit “Indian style” on the chair

A student is pushing a 100 kg man in a chair with all the strength she can generate. How could she increase the acceleration of the man?

Page 18: What does one need to know to be able to calculate an object’s acceleration?

a. A force equal in speed and in the same direction

b. A force moving in the same direction and it is the same size

c. A force larger in speed and opposite in direction

d. A force equal in size and opposite in direction

According to Newton’s third law of motion, when a force is exerted on an object what does the second force produce?

Page 19: What does one need to know to be able to calculate an object’s acceleration?

a. Without knowing the momentum, it cannot be determined

b. Since the momentum would be 0, the force exerted by the chair would be 0 Newton's

c. 40 N

d. 80 N

A man is pushing down with a force of 40 N in on a chair. How much force is the chair exerting?

Page 20: What does one need to know to be able to calculate an object’s acceleration?

If an astronaut uses a jet of nitrogen to maneuver in space, what law is BEST illustrated as

the nitrogen is expelled?

a. Newton’s first law c. Newton’s third law

b. Newton’s second law d. Newton’s fourth law

Page 21: What does one need to know to be able to calculate an object’s acceleration?

What is the term for slanted surface used to raise an object?

a. wedge c. Inclined plane

b. screw d. lever

Page 22: What does one need to know to be able to calculate an object’s acceleration?

a. From areas of low to high pressure

b. From areas of high to low pressure

c. They move sideways

d. There is no movement at all

How do gases and air flow?

Page 23: What does one need to know to be able to calculate an object’s acceleration?

a. A large input force over a long distance

b. A small input force over a long distance

c. A large and small input force over a long distance

d. A small output force over a long distance

How do you describe the input force and distance of a screw?

Page 24: What does one need to know to be able to calculate an object’s acceleration?

a. The rope with 1 pulley

b. The rope with 2 pulleys

c. The rope with 3 pulleys

d. The rope with 4 pulleys

A student wants to lift a 70 kg box. She has four pulleys and a 18 m rope. Which arrangement would have the greatest mechanical advantage?

Page 25: What does one need to know to be able to calculate an object’s acceleration?

a. The ramp is longer so less force is required to ride up

b. The ramp is longer so more force is required to ride up

c. The ramp is shorter so less force is required to ride up

d. The ramp is not designed for better mechanical advantage.

Two bicycle ramps have the same height. The first ramp is twice as long as the second ramp. Why does the first ramp have a better mechanical advantage?

Page 26: What does one need to know to be able to calculate an object’s acceleration?

A construction worker is given four hammer of different lengths, (20cm, 25 cm, 30 cm, & 45 cm) which hammer would give him the best mechanical advantage?

a. 20 cm hammer c. 30 cm hammer

b. 25 cm hammer d. 45 cm hammer

Page 27: What does one need to know to be able to calculate an object’s acceleration?

What type of simple machine is a jar lid?

a. Lever c. Wheel & Axleb. Screw d. Wedge

Page 28: What does one need to know to be able to calculate an object’s acceleration?

a. They be unable to move

b. The fluids in their bodies would exert the same pressure as the pressure outside of their bodies

c. The fluids inside their bodies would have a greater pressure than the outside of their bodies, and they would explode

d. The fluids in their bodies would have a pressure less than pressure outside of their bodies, and they collapse upon themselves.

What would happen if astronauts, who wear pressurized suits in space, took their suits off?

Page 29: What does one need to know to be able to calculate an object’s acceleration?

In what direction is fluid pressure always directed?

a. Up c. Sidewaysb. Down d. In all directions

Page 30: What does one need to know to be able to calculate an object’s acceleration?

a. Rolling Friction

b. Fluid Friction

c. Static Friction

d. Sliding Friction

What type of friction is air resistance known as?

Page 31: What does one need to know to be able to calculate an object’s acceleration?

a. Smallest Board

b. The rounder board

c. The longest board

d. The fulcrum

A student is given a 10 kg rock, four boards and a fulcrum to make a lever. Which board would have the greatest mechanical advantage if the fulcrum is in the same place relative to the load?

Page 32: What does one need to know to be able to calculate an object’s acceleration?

a. Static friction

b. Sliding Friction

c. Rolling Friction

d. Fluid Friction

What type of friction is responsible for a car’s tires wearing away, making them smooth, after several km’s

Page 33: What does one need to know to be able to calculate an object’s acceleration?

a. Liquids take on the shape of their containers and gases do not

b. Liquids can be compressed and gases cannot

c. Gases can be compressed and liquids cannot

d. Gases cannot exert a force but liquids can

Why do hydraulic devices use liquids instead of gases?

Page 34: What does one need to know to be able to calculate an object’s acceleration?

What is the pressure exerted on the floor by a 5,000 N crate with

an area of 10m2? (Pa = F/a)

a. 500 Pa c. 0.002 Pab. 50,000 Pr d. 5,010 N

Page 35: What does one need to know to be able to calculate an object’s acceleration?

a. Because the fluid on top of the wing is moving faster than the fluid on the bottom of the wing

b. Because or Bernoulli’s principle and decrease of pressure which provides lift

c. Neither A or B

d. Both A and B

Air is made up of gases, it can be called a fluid. Why is an airplane able to fly within this fluid?

Page 36: What does one need to know to be able to calculate an object’s acceleration?

a. The original is greater than the final

b. The original is less than the final

c. They are the same pressure

d. The final pressure is one half of the original

A syringe with air is stoppered. It is then pushed in. what can be said of the original air pressure as compared to the final

Page 37: What does one need to know to be able to calculate an object’s acceleration?

What is the density of a 50 cm3 sample of liquid with a mass of

300 g? (D = m/V)

a. 15,000 g/cm3 c. 0.16 g/cm3

b. 6 g/cm3 d. 350 g/cm3

Page 38: What does one need to know to be able to calculate an object’s acceleration?

a. At 6 meters in height

b. At 1 meter in height

c. Just before it hits the ground

d. It cannot be determined from the information given

A ball falls from a height of 6 meters in the absence of air resistance. When does the ball have the GREATEST kinetic energy and the LEAST potential energy?

Page 39: What does one need to know to be able to calculate an object’s acceleration?

a. Kinetic energy is increased and potential energy is not affected.

b. Kinetic energy is decreased and potential energy is decreased

c. Kinetic energy is decreased and potential energy is increased

d. The kinetic energy remains the same and the potential energy decreases.

A vehicle is traveling at 25 km per hour. It increases its speed to 60 km per hour. What happens to its kinetic and potential energy?

Page 40: What does one need to know to be able to calculate an object’s acceleration?

a. The one traveling horizontally has the greatest kinetic energy and least potential energy

b. The one traveling vertically has the greatest kinetic energy and the least potential energy

c. It cannot be determined from the information given

d. They have the same kinetic energy but the one traveling horizontally on the floor has the least potential energy

Two objects have the same masses. One object is traveling vertically 25 km/s. The other object is on the floor and is traveling horizontally at a speed of 25 km/s. Which one has the greatest kinetic energy and the least potential energy?

Page 41: What does one need to know to be able to calculate an object’s acceleration?

a. Small truck traveling 25 m/s

b. Large truck traveling 30 m/s

c. Small car traveling 40 m/s

d. Large truck traveling 60 m/s

A student is observing traffic and sees four vehicles: a large truck traveling 60 m/s, a large truck traveling 30 m/s, a small car traveling 40 m/s and a small care traveling 25 m/s. which vehicle has the MOST kinetic energy?

Page 42: What does one need to know to be able to calculate an object’s acceleration?

a. Because the fluids inside your body exerts pressure inward

b. Fluids causes your body to explode

c. It cannot be determined from the information

d. Because the fluids inside your body also exerts pressure outward

Why do you not notice atmospheric pressure on your body?

Page 43: What does one need to know to be able to calculate an object’s acceleration?

a. Potential energy is increased

b. Potential energy is decreased

c. None of the above

d. It does not affect the potential energy

By increasing the speed of an object, what happens to it potential energy?

Page 44: What does one need to know to be able to calculate an object’s acceleration?

What is the SI unit for energy?

a. Calorie c. Meter per secondb. Joule d. Kilogram

Page 45: What does one need to know to be able to calculate an object’s acceleration?

What is the net force of a combined force of 12 N north

with a force of 4 N south?

a. 48 N north c. 3 N northb. 8 N north d. 0.3 N north

Page 46: What does one need to know to be able to calculate an object’s acceleration?

What is the net force on an object if one force has a magnitude of 10 N and is

directed toward the north and the other has a magnitude of 5 N directed toward

the south?

a. 50 N north c. 10 N northb. 5 N north d. 0.5 N north

Page 47: What does one need to know to be able to calculate an object’s acceleration?

What is the resultant velocity if a passenger on a bus traveling 20 m/s

east decides to move from the front of the bus to the back walking at a rate of 2

m/s?

a. 22 m/s c. 10 m/sb. 18 m/s d. 0.1 m/s

Page 48: What does one need to know to be able to calculate an object’s acceleration?

What is the SI Unit for speed?

a. Kilogram c. jouleb. M/s d. watts

Page 49: What does one need to know to be able to calculate an object’s acceleration?

To open a bottle, One would apply a force of 90 N to the bottle opener. The bottle opener

applies a force of 225 N to the bottle cap. What is the mechanical advantage of the

bottle opener?

a. 20,250 c. 0.4b. 2.5 d. 315

Page 50: What does one need to know to be able to calculate an object’s acceleration?

What type of simple machine is an inclined plane with one or two sloping

sides?

a. lever c. Inclined planeb. wedge d. screw

Page 51: What does one need to know to be able to calculate an object’s acceleration?

What is the SI Unit for pressure?

a. G/cm c. M/s/sb. Pa d. kg

Page 52: What does one need to know to be able to calculate an object’s acceleration?

What is the weight of a rock with an area of 10 m2 that exerts a pressure of 250

Pa in correct SI Units (Pa=F/a)?

a. 260 N c. 25 Nb. 2,500 N d. 0.4 N

Page 53: What does one need to know to be able to calculate an object’s acceleration?

a. The top of the biggest hill

b. The bottom of the biggest hill

c. The top of the smallest hill

d. The bottom of the smallest hill

A roller coaster travels up and down a large hill and a small hill. At what point on the hills does a roller coaster have the greatest kinetic energy and least potential energy?

Page 54: What does one need to know to be able to calculate an object’s acceleration?

a. Distance must increase

b. Distance must decrease

c. Distance must remain the same

d. None of the above

When a machine increases the size of the force exerted, what happens to the distance through which the force is exerted?

Page 55: What does one need to know to be able to calculate an object’s acceleration?

a. It is different from the weight of the icecube

b. It is the same as the weight of the ice cube

c. It is different from the weight of the water

d. None of the above

An ice cube is dropped into a glass of water that is filled to the top. The ice cube causes some of the water to overflow. What is true of the weight of the displaced water?

Page 56: What does one need to know to be able to calculate an object’s acceleration?

a. Direction of the output force

b. Direction of the pulley

c. Directions of the input force

d. The direction does not change

What does a single pulley change on an object?

Page 57: What does one need to know to be able to calculate an object’s acceleration?

a. Volume equal to its own mass

b. Volume equal to its own density

c. Volume equal to its volume

d. None of the above

What volume of fluid does an object displace?

Page 58: What does one need to know to be able to calculate an object’s acceleration?

a. Bernoulli’s Principle

b. Archimedes Principle

c. Pascal’s Principle

d. None of the above

The reason you blow round bubbles and not square ones is explained by what principle?

Page 59: What does one need to know to be able to calculate an object’s acceleration?

Using the graph, which line depicts an object traveling with the GREATEST speed? (speed = distance/time)

a. Line A c. Line Cb. Line B d. Line D

Page 60: What does one need to know to be able to calculate an object’s acceleration?

a. The acceleration will decrease

b. The acceleration will remain the same

c. The acceleration will increase only

d. The acceleration will not be effected

According to Newton’s 2nd law, if there is an increase in force, what will happen to the acceleration of the object?

Page 61: What does one need to know to be able to calculate an object’s acceleration?

a. Remain at rest

b. Move in the opposite direction

c. Remain in motion

d. Will not move at all

According to Newton’s 1st law of motion, what will the moving object that is not acted on by an unbalanced force do?

Page 62: What does one need to know to be able to calculate an object’s acceleration?

a. Rolling friction

b. Sliding friction

c. Static friction

d. Fluid friction

What causes the napkins to stay on the picnic table even though there is a slight breeze?

Page 63: What does one need to know to be able to calculate an object’s acceleration?

a. acceleration

b. force

c. Average speed

d. mass

What is being calculated if 9.6 km (distance) is divided by 2.5 h (time)?

Page 64: What does one need to know to be able to calculate an object’s acceleration?

a. Time

b. Acceleration

c. Speed

d. Force

What is determined if the distance a car travels is divided by the time it took the car to travel that distance

Page 65: What does one need to know to be able to calculate an object’s acceleration?

a. Friction

b. Gravity

c. inertia

d. Air resistance

What factor explains the tendency of all objects to resist any change in motion?

Page 66: What does one need to know to be able to calculate an object’s acceleration?

a. Newton’s first law

b. Newton’s second law

c. Newton’s third law

d. Newton’s fourth law

Which of Newton’s laws states that for every action there is an equal but opposite reaction?

Page 67: What does one need to know to be able to calculate an object’s acceleration?

a. Remains the same until it hits terminal velocity

b. Decreases by 9.8 until it hits terminal velocity

c. Increases by 9.8 until it hits terminal velocity

d. Average speed and direction traveled

All objects accelerate toward the Earth at a rate of 9.8 m/s. what is the effect on velocity for every second that the object falls?

Page 68: What does one need to know to be able to calculate an object’s acceleration?

a. 60 m/s/s north

b. 30 m/s/s north

c. 50 m/s/s north

d. 100 m/s/s north

Given the formula,(acceleration= final velocity-starting velocity divided by the time) what is the planes acceleration from Mobile to Saraland if the planes passes over Mobile with a velocity of 8,000 m/s north and then passes over Saraland at a velocity of 10,000 m/s north 40 s later?

Page 69: What does one need to know to be able to calculate an object’s acceleration?

a. 10 m/s/s south

b. 10,000 m/s/s south

c. 1 m/s/s south

d. 100 m/s/s south

Given the formula,(acceleration= final velocity-starting velocity divided by the time) what is the planes acceleration of the wind if it blows with a velocity of 15 m/s south and five seconds later, the winds velocity is 20 m/s south?

Page 70: What does one need to know to be able to calculate an object’s acceleration?

a. 0.1 m/s

b. 6,250 m/s

c. 10 m/s

d. It cannot be determined from the information given

Given the formula, (average speed= total distance divided by total time), what’s a bird average speed if it flies 250m for 25 s? (s=d/t)

Page 71: What does one need to know to be able to calculate an object’s acceleration?

a. Velocity or speed

b. Direction or speed

c. Direction or acceleration

d. Direction or velocity

What factors cause a change in acceleration?

Page 72: What does one need to know to be able to calculate an object’s acceleration?

a. Inertia

b. Gravity

c. Friction

d. Air resistance

What is the force that opposes motion between two surfaces that are touching?