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IB Physics SL - 2024 - Questionbank

1.3 - Vectors & Scalars

Adding & Subtracting Vectors, Vector Components

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Paper 3

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Question 1

no calculator

easy

A pilot intends to fly a plane from point AA to point BB. Due to strong winds, she points the nose of the plane in the direction shown by the vector PP. Which of the choices below best represents the direction of the wind encountered by the plane?

PH0259-1

A.B.
PH0259A\hspace{2cm}PH0259B
\hspace{1em}
C.D.
PH0259CPH0259D

easy

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Question 2

no calculator

easy

Which of the following is a vector quantity?

  • A. \hspace{1em} Speed

  • B. \hspace{1em} Electric force

  • C. \hspace{1em} Electric current

  • D. \hspace{1em} Temperature

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Question 3

no calculator

easy

Vectors XX and YY are in the shown directions.

PH0489-Q

Which of the following shows the sum of the two vectors?

A.B.
PH0489QA\hspace{2cm}PH0489QB
\hspace{1cm}
\hspace{1em}
C.D.
PH0489QCPH0489QD

easy

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Question 4

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easy

An object moves 9m9\,m east, then 12m12\,m north.

What is the magnitude of the total displacement of this object?

  • A. \hspace{1em} 3 mm

  • B. \hspace{1em} 15 mm

  • C. \hspace{1em} 21 mm

  • D. \hspace{1em} 36 mm

easy

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Question 5

no calculator

easy

A ball is projected with an initial speed of 2ms12\,m\,s^{-1} making an angle of 35o35^o with the horizontal as shown.

PH0495

Which expression gives the vertical component of the velocity vector?

  • A. \hspace{1em} 2ms12\,m\,s^{-1}

  • B. \hspace{1em} 2cos(35o)ms12\,cos(35^o)\,m\,s^{-1}

  • C. \hspace{1em} 2sin(35o)ms12\,sin(35^o)\,m\,s^{-1}

  • D. \hspace{1em} 2tan(35o)ms12\,tan(35^o)\,m\,s^{-1}

easy

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Question 6

no calculator

easy

Two trucks X and Y are pulling a car out of thick mud along a straight path. The only other horizontal force acting on the car is a drag force opposite to the direction of motion. The diagram shows the direction of the force applied by truck XX and the direction of motion of the car.

PH0490

Which of the following vectors shows the direction of the force applied by truck YY?

PH0490-1

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Question 7

no calculator

medium

Vector dd makes an angle θ\theta with the horizontal as shown. Its magnitude is 5m5\,m and the magnitude of its horizontal component dxd_x is 3m3\,m.

PH0491

Which of the following is correct about the magnitude and direction of its vertical component?


\hspace{1em} Magnitude \hspace{1em}\hspace{1em} Direction \hspace{1em}
\hspace{1.5em} A. \hspace{1.5em}4 mmUp
\hspace{1.5em} B. \hspace{1.5em}34m\sqrt{34}\,mUp
\hspace{1.5em} C. \hspace{1.5em}34m\sqrt{34}\,mDown
\hspace{1.5em} D. \hspace{1.5em}4 mmDown

medium

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Question 8

calculator

medium

[Maximum mark: 10]

The circuit shown is used to measure the internal resistance of a cell. The voltmeter and the ammeter used are ideal.

PH0520z [Source: Created with GeoGebra, by Tom Walsh - http://ophysics.com/t1.html]\footnotesize{\textrm{[Source: Created with GeoGebra, by Tom Walsh - http://ophysics.com/t1.html]}}


    1. Differentiate between precise and accurate measurements. [2]

    2. The voltmeter used has a zero error. State the type of uncertainty this will introduce into the voltmeter's measurements. [1]

    1. The graph shows the variation of the voltmeter's reading with current.

      voltagegraph2

      Determine the emf of the cell. [2]

    2. Estimate the internal resistance of the cell including its uncertainty. [3]

    3. Determine whether the zero error in the voltmeter will affect the calculated value of the internal resistance. Justify your answer. [2]

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Question 9

no calculator

medium

A car moves clockwise in a circular path as shown. The direction of its instantaneous velocity at two different times is shown in the diagram.

PH0496

Which of the following vectors shows the direction of the change in velocity?

A.\hspace{3cm}B.
PH0496APH0496B
C.D.
PH0496CPH0496D

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Question 10

no calculator

medium

A stream flows east with a speed vsv_s. A boat points due south and moves with a speed vov_o relative to the water.

PH0492

The ratio vovs=12\dfrac{v_o}{v_s} = \dfrac{1}{2}

Which of the following is correct about the magnitude in ms1m\,s^{-1} and the angle θ\theta between the velocity of the boat and the side of the stream?


\hspace{1em} Magnitude \hspace{1em}\hspace{2.5em} θ\theta \hspace{2.5em}
\hspace{1.5em} A. \hspace{1.5em}3vo\sqrt{3}\,v_osin1(12)\sin^{-1}(\dfrac{1}{2})
\hspace{1.5em} B. \hspace{1.5em}3vo\sqrt{3}\,v_ocos1(12)\cos^{-1}(\dfrac{1}{2})
\hspace{1.5em} C. \hspace{1.5em}5vo\sqrt{5}\,v_otan1(2)\tan^{-1}(2)
\hspace{1.5em} D. \hspace{1.5em}5vo\sqrt{5}\,v_otan1(12)\tan^{-1}(\dfrac{1}{2})

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