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Quiz

Week 3 - Kinematics Capabilities

Ryan Elwell 10 perguntas

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Perguntas do quiz (10)

  1. 1What is the difference between a vector and a scalar?
    1. AVectors are longer
    2. BVectors are like scalars, but also include a magnitude
    3. CScalars are like vectors, but also include a unit
    4. DVectors are like scalars, but also include a direction
  2. 2Which of the following angles could be used to resolve a vector into two components?
    1. A180
    2. B270
    3. C45
    4. D100
    5. E60
    6. F90
  3. 3A car is moving in a straight line at 50 m/s. How far will it have traveled in 10 seconds?

    x = [blank_start]500[blank_end] m
    1. A500
  4. 4Resolve the following vector into its components:

    R = 100.0 m @ 45 degrees

    x = + [blank_start]70.71[blank_end] m
    y = + [blank_start]70.71[blank_end] m
    1. A70.71
    2. B70.71
  5. 5Which equation will resolve your resultant into a y-component?
    1. ARcos (-)
    2. BRsin (-)
    3. CRtan (-)
    4. DRcos^2 (-)
  6. 6A line is drawn to be 10.33 cm long at an angle of 10 degrees to the - y axis. What is the vector's y component?

    The first blank is for the sign. The second blank is for the value. The third blank is for the units.

    y = [blank_start]-[blank_end] [blank_start]10.17[blank_end] [blank_start]cm[blank_end]
    1. A-
    2. B10.17
    3. Ccm
  7. 7The slope of a v/t graph shows which of the following:
    1. AVelocity
    2. BAcceleration
    3. CDisplacement
    4. DTime
  8. 8If you could measure the value of a slope on an x/t graph can directly show you which of the following:
    1. AVelocity
    2. BSpeed
    3. CDistance
    4. DDisplacement
    5. EAcceleration
  9. 9What is the value of the area under a v/t graph?

    [blank_start]Displacement[blank_end]
    1. ADisplacement
  10. 10A woman takes her car from rest at a stoplight to a speed of 25 m/s in 10.0 seconds. What is her acceleration?

    a = [blank_start]2.5[blank_end] m/s^2
    1. A2.5

Informações

Descrição
Understanding of linear motion in one and two dimensions
Idioma
English
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