17 Problems on Vector Quantities - Homework 8 | PHYS 141, Quizzes of Physics

Material Type: Quiz; Class: Secrets of the Universe; Subject: Physics; University: Bucknell University; Term: Unknown 1989;

Typology: Quizzes

Pre 2010

Uploaded on 08/18/2009

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RQ08 Please enter your name:
1. Laura Bender
2. Megan Fulop
3. Griffith Williams
4. Drew Calvert
5. Colby Ricker
6. R. Jeff Bloch
7. Jeff Costello
8. Mark Kretzer
9. Chris Barker
10. Sara Halper
11. Tom Cassidy
12. Megan Evanoka
13. Richar Petroni
14. Rachael Garrison
15. Patrick Feng
16. Keith Graham
17. Tim Hinkle
What's the key difference between a vector and a scalar? Also, why are vectors important in physics?
1. Vector quantities require both a direction and magnitude. Scalar quantities just require a magnitude, such as the
mass or length of an object. Vectors are important in physics because when describing the vital concept of the
motion of something, the direction must be included.
2. Vectors have both magnitude and dircetion. Scalars have no direction. Vectors are important because they give
us more information about the number, it tells us in which direction it is going.
3. Scalars have magnitude only. Vectors assign a direction with their magnitude.
4. A vector has both a quantity and a direction, whereas a scalar has only a quantity. Vectors are important in
physics because velocity and force need to be quantified with respect to their direction in order to calculate the
effects of certain situations (airplanes in crosswind, ect.)
5. Vectors have direction. Vectors allow us to consider the way certain quantities (velocitys, etc.) interact with each
other.
6. A vector is a quantity with a direction. A scalar, however, is just a quantity. For instance, if a car is travelling "65
mph", this is a scalar. If a car is travelling "65 mph north", this is a vector because it supplies both a quantity and
a direction. Vectors are important because they can be added together and subtracted to achieve the end vector
quanity and direction.
7. A Scaler is a number or measurement that describes the magnitude of something whereas a vector is a
measurement loigcally coupled with a specific direction that describes it motion. Vectors are important for
physics because there a certain concepts such as velocity or force that can logically require a specific direction
to be used in an theory or computation.
8. A scalar is a measure of force only, a vector is a measure of force and direction. An example of a vector is
gravity moving downward on the earth. Vectors are important to physics because direction of a force is vital to
the reaction an object will have due to the force. It is important to be able to measure the way a force interacts
with another force or another object.
9. A Vector is a speed or force along with a direction (such as velocity). A scalar is something which does include
direction in the measurement, such as speed, mass, voltage, etc.
10. a vector is a physical quantity that has both an amount and a direction, scalar is simply a measrment of the
amount. Force is an example of a vector where as temperature is an example of scalar. Some quantities require
both a manitude and a direction thus vectors are essential and can be represented by arrows.
11. Vectors contain a measure and a direction. Scalar contains measures alone. Scalar does not require a direction.
Vectors are important in physics because they can signify velocity, acceleration, and momentum.
12. A vector has both direction and magnitude... for example a car going 60 mph west. A scalar only has
magnitude... a car going 60 mph. Vectors are important in physics because we deal with forces and they are
vectors so in order to understand the nature of forces we have to understand how vectors work (how they are
added and such).
13. A vector is concerned with both direction and speed while a scalar is only concerned with speed.
14. Vectors and Scalars both have momentum, but vectors have momentum with a direction. Vectors are important
in physics b/c direction gives more information and can play an important role in calculations.
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Download 17 Problems on Vector Quantities - Homework 8 | PHYS 141 and more Quizzes Physics in PDF only on Docsity!

RQ08 Please enter your name:

  1. Laura Bender
  2. Megan Fulop
  3. Griffith Williams
  4. Drew Calvert
  5. Colby Ricker
  6. R. Jeff Bloch
  7. Jeff Costello
  8. Mark Kretzer
  9. Chris Barker
  10. Sara Halper
  11. Tom Cassidy
  12. Megan Evanoka
  13. Richar Petroni
  14. Rachael Garrison
  15. Patrick Feng
  16. Keith Graham
  17. Tim Hinkle What's the key difference between a vector and a scalar? Also, why are vectors important in physics?
  18. Vector quantities require both a direction and magnitude. Scalar quantities just require a magnitude, such as the mass or length of an object. Vectors are important in physics because when describing the vital concept of the motion of something, the direction must be included.
  19. Vectors have both magnitude and dircetion. Scalars have no direction. Vectors are important because they give us more information about the number, it tells us in which direction it is going.
  20. Scalars have magnitude only. Vectors assign a direction with their magnitude.
  21. A vector has both a quantity and a direction, whereas a scalar has only a quantity. Vectors are important in physics because velocity and force need to be quantified with respect to their direction in order to calculate the effects of certain situations (airplanes in crosswind, ect.)
  22. Vectors have direction. Vectors allow us to consider the way certain quantities (velocitys, etc.) interact with each other.
  23. A vector is a quantity with a direction. A scalar, however, is just a quantity. For instance, if a car is travelling " mph", this is a scalar. If a car is travelling "65 mph north", this is a vector because it supplies both a quantity and a direction. Vectors are important because they can be added together and subtracted to achieve the end vector quanity and direction.
  24. A Scaler is a number or measurement that describes the magnitude of something whereas a vector is a measurement loigcally coupled with a specific direction that describes it motion. Vectors are important for physics because there a certain concepts such as velocity or force that can logically require a specific direction to be used in an theory or computation.
  25. A scalar is a measure of force only, a vector is a measure of force and direction. An example of a vector is gravity moving downward on the earth. Vectors are important to physics because direction of a force is vital to the reaction an object will have due to the force. It is important to be able to measure the way a force interacts with another force or another object.
  26. A Vector is a speed or force along with a direction (such as velocity). A scalar is something which does include direction in the measurement, such as speed, mass, voltage, etc.
  27. a vector is a physical quantity that has both an amount and a direction, scalar is simply a measrment of the amount. Force is an example of a vector where as temperature is an example of scalar. Some quantities require both a manitude and a direction thus vectors are essential and can be represented by arrows.
  28. Vectors contain a measure and a direction. Scalar contains measures alone. Scalar does not require a direction. Vectors are important in physics because they can signify velocity, acceleration, and momentum.
  29. A vector has both direction and magnitude... for example a car going 60 mph west. A scalar only has magnitude... a car going 60 mph. Vectors are important in physics because we deal with forces and they are vectors so in order to understand the nature of forces we have to understand how vectors work (how they are added and such).
  30. A vector is concerned with both direction and speed while a scalar is only concerned with speed.
  31. Vectors and Scalars both have momentum, but vectors have momentum with a direction. Vectors are important in physics b/c direction gives more information and can play an important role in calculations.
  1. Vectors have both force and direction while as a scalar is defined as anything thats not a vector. Vectors are important because they allow us to describe momentum and velocity. With vectors we can see that each piece goes in a different direction yet after adding the vectors their sum is zero which means momentum was conserved.(This is talking about the warhead with multiple parts that was described in the reading)
  2. The key difference is direction. Vector quantities include direction; scalar quantities include only a magnitude. Vectors are very important because measurements like velocity, force, and acceleration are all vectors, and they are used all the time. Also, vectors give more information to their user(i.e. direction), and that info can be used to find other values.
  3. a vector is a quantity which has a magnitude and a direction, while a scalar only has a quantity. vectors are important because they allow us to add together a number of forces to determine the net force present in a system. According to the reading, when is momentum conserved? How do you think that relates to the conditions for momentum conservation we discussed in class?
  4. Momentum is always conserved, no matter if there is a collision, explosion, etc. The reading explains exactly what we discussed in class- that for interacting pairs, total momentum is conserved.
  5. Momentum is conserved when it is the same before and after (no net change) and is derived for Newton's third law. In class we discussed that momentum is conserved for interacting paris (no net change)
  6. Momentum is conserved in collisions and and reactions. Agrees with classroom discussion
  7. Momentum is always conserved inside a system. This is explained in part by newtown's third law--that every action has an equal and opposite reaction. This relates to the example of the masses attatched to springs that we did in class--a smaller mass needs a bigger velocity in order for momentum to be conserved, and vice versa.
  8. Momentum is conserved in a closed system. Basically, momentum is only conserved when there are no outside forces acting on the system, i.e., friction, or your dog...
  9. Momentum is conserved when a force on an object is offset by an equal and opposite force. For instance, a fan on a boat blowing on its sail will not produce motion. However, if the fan is thrown overboard, there must be an equal and opposite force offsetting this motion, and the boat will move forward. This is similar to the conditions for momentum conservation that we discussed in class.
  10. When the system we are discussing is closed, and by this we mean there are no relevant external forces acting on any of the components. The reading says that momentum in the entire universe is conserved because it is a closed system. However, when dealing with smaller parts of the universe things are different. In class we discussed boxes sliding on a plane of air. In reality when too boxes are sliding without a plane of air there would be external forces acting on the system such as the friction of the plane and the varying wind pressures.
  11. when the system is isolated, the total momentum of two objects before a collision is equal to the amount of momentum of the two objects after. The momentum lost in object 1 is equal to the amount gained by object 2. We discussed that the interaction did have to be isolated, meaning only interacted upon by the two objects.
  12. Momentum is always conserved in a closed system.
  13. newtons third law states that that internal forces act equal but oppositly in pairs, thus creating a net gain of energy equal to 0. Any force will be met with an equal but opposite force. Both explosions and collisions conserve momentum, as there is no net change in momentum. The formula for momentum is mass times velocity. This however hold true only for interacting pairs.
  14. Newton's Third Law states that internal forces act in opposite but equal pairs. This means that momentum is always conserved as long as no mass is lost in the process. This applies directly to the conditions for momentum conservation we learned in class.
  15. Momentum is conserved indefinitely. I think that the idea is the same as how we use it in class but I don't know how easy it will be to prove it doing an experiment. We have to deal with friction and lots of other things that would affect the conservation of momentum.
  16. Momentum is conserved when there is no net change in energy. In class we talked about isolated systems and therefore there would be no net change,
  17. Momentum is always conserved. This is important because it helps us predict how something will react in response to a force.
  18. Momentum is always conserved. The larger the mass the slower it has to move to have the same momentum as a smaller mass going a faster speed. This means that the mass's we talked about in class will both move but at different velocities. One condition that is required for momentum to be conserved is that there can be no other outside influences.
  19. In explosions and in collisions, momentum is conserved because internal forces can produce no net change in momentum. In class we talked about things having equal and opposite reactions. Conservation of momentum supports this because if an object explodes, each piece exerts a force in different directions, but they offset each