What is the Relationship between Ticker-Tape Timer Tapes and Average Velocity?

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The discussion centers on the relationship between ticker-tape timer tapes and average velocity. It evaluates three statements regarding the interpretation of tape length, width, and the creation of a displacement-time graph. The conclusion reached is that statements (1) and (2) are correct, leading to the answer being option C. The reasoning provided explains that the average velocity is proportional to the length of the tape column, with a constant time interval represented by the width. Understanding these relationships is crucial for analyzing motion using ticker-tape data.
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Homework Statement


Refer to the uploaded file,
Which of the following statements is/are correct?
(1) The length of each tape represents the average velocity within the time interval.
(2) The width of the tape represents the constant time interval.
(3) Joining the centres of the tops of the tape gives a displacement-time graph.

A (2) only
B (3) only
C (1) and (2) only
D (1) and (3) only


Homework Equations



/

The Attempt at a Solution



The answer is C.
But I don't understand why (1) is true.
 

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speed=distance/time

time=5 ticks=constant (for each column)

distance=length of column

so, if speed=avg velociy

avg velocity=length of column*constant

(note:constant=1/time)

or more simply: avg velocity is proportional to length of column
 
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