Class 11 Physics: Motion In A Straight Line Mock Test
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Motion in a Straight Line Mock Test – Class 11 Physics

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Motion in a Straight Line – Progressive Test

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1. A straight-line graph has a constant negative slope. The motion represented is

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2. A graph lies below the time axis but slopes upward toward the axis. The body is

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3. A car moving with uniform acceleration covers in the second and in the second. What is its acceleration?

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4. A curved graph becomes flatter as time increases, but its slope remains positive. The motion is best described as

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5. The limiting definition of instantaneous acceleration is

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6. A position function is , where is in and is in . The tangent to its graph is horizontal at

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7. A body has velocity , where is in and is in . The distance travelled from to is

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8. A motion starts with and has uniform acceleration . The displacement during the second is

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9. A body thrown upward from a tower has , , and impact time . The velocity just before hitting the ground is

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10. A traveller moves for equal time intervals: for and for . Why does the average speed equal the arithmetic mean of the two speeds in this case?

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11. A student writes the following line in a notebook: “Since , the body must be moving left.” What is the flaw in this reasoning?

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12. A train of length crosses a platform of length with speed . The time taken to completely cross the platform is

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13. In the equation , a dimensional check of the term gives

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14. A ball is thrown vertically upward with . Taking upward as positive and , the time taken to reach the highest point is

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15. A straight graph slopes downward and remains above the time axis for the interval shown. The acceleration is

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16. A body moving along a straight line has and at an instant. What happens to its speed just after that instant?

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17. A velocity-time graph has the following straight-line parts.

Interval Velocity change
to to
to constant
to to

The displacement from to is

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18. A body starts from rest and has uniform acceleration . The ratio of displacements in the , , and seconds is

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19. In one-dimensional motion, a positive velocity means that the body is

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20. A body starts from rest. Its acceleration-time graph is a triangle above the time axis with base and height . The final velocity is

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21. A stone is dropped from rest from a height of . Taking downward as positive and , the time taken to reach the ground is

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22. The distance travelled by a moving body can never be negative because it is

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23. Two cars move toward each other on a straight road. Their speeds are and , and they are initially apart. The time taken to meet is

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24. Study the table for two bodies moving along the same line.

Body Initial velocity Acceleration
P
Q

What happens to the relative velocity as time passes?

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25. Equality between distance travelled and magnitude of displacement is possible when a body

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26. A car moving at brakes uniformly with acceleration for . Its displacement during braking is

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27. A passenger in a train moving east at sees another train moving west relative to him at . Taking east as positive, the velocity of the other train relative to the ground is

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28. Consider the following statements.
Statement I: Average speed is always non-negative.
Statement II: Average velocity can be negative in one-dimensional motion.
Statement III: Average velocity uses total distance as its numerator.

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29. Two trains of lengths and move in opposite directions with speeds and . The complete crossing time is

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30. A runner stays in one straight lane while moving from one end of the track to the other. What makes the motion suitable for description by a single coordinate ?

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31. A student says, “The area under an acceleration-time graph gives displacement because acceleration is related to motion.” The precise correction is that the area under an graph gives

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32. Consider the following statements about a one-dimensional coordinate system.
Statement I: The origin fixes the point from which position is measured.
Statement II: The positive direction fixes the sign convention on the line.
Statement III: A negative coordinate always means the object is moving backward.

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33. Instantaneous velocity describes the velocity of a body

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34. In a non-uniform motion record, why may the average velocity over a long interval fail to describe the velocity at a particular instant?

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35. A graph is a straight line with equation , where is in and is in . At what time does the body reverse direction?

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36. A body has average speed and average velocity during a time interval. This combination means that the body

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37. A body has initial velocity . Its acceleration-time graph is a horizontal line at from to . The final velocity is

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38. Use the graph description below.

From to , a graph is a horizontal line at . From to , it is a horizontal line at .

The displacement for the whole interval is

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39. A particle has , with in and in . Its instantaneous acceleration at is

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40. A body moves with , and body moves with . What is the separation between them?

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41. A trolley has the following position record.

Time Position

What does the table show?

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42. Two cars move in opposite directions on a straight road. Car moves east at , and car moves west at . Taking east as positive, the velocity of relative to is

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43. A displacement of along a chosen -axis means that

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44. A particle moves with and uniform acceleration . Its displacement in is

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45. Two particles move along the -axis with and , where is in and is in . The position where the particles meet is

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46. Use the graph description below.

An graph is a straight line rising from left to right. Its position changes from at to at .

The velocity represented by the graph is

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47. For the position function , where is in and is in , the acceleration at is

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48. A student claims, “At the highest point of vertical motion, both velocity and acceleration are zero.” The correct correction is that

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49. A uniformly accelerated body starts from rest. It covers in the first . How much distance will it cover in the first ?

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50. A position graph is described as follows.

An object starts at , moves steadily to , then moves steadily back to . The graph is an graph, but only the sequence of positions is needed here.

What are the distance travelled and displacement?

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Rukshar

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