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. In a straight-line trip, the average speed and the magnitude of average velocity will be equal if the body

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2. 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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3. A body moves with uniform acceleration from to in . Its displacement is

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4. Displacement in one-dimensional motion is best defined as

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5. Two stones are released from rest from the same height, one after the other, neglecting air resistance. Once both are in air, their relative acceleration is

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6. 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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7. Read the short record below.

A straight track has a fixed origin . A trolley is observed at at , at at , and at at .

What does this record show about the trolley’s position?

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8. A body follows , where is in and is in . Its displacement from to is

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9. A car has and brakes uniformly with . The distance covered before stopping is

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10. A body has velocity , where is in and is in . The displacement from to is

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11. Consider the following statements about average speed and average velocity.
Statement I: Average speed cannot be negative.
Statement II: The magnitude of average velocity can never exceed average speed for the same time interval.
Statement III: Average speed and average velocity always have the same magnitude in one-dimensional motion.

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12. 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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13. The quantity in a one-dimensional position-time record is best treated as

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14. A particle has velocity , where is in and is in . Its instantaneous acceleration is

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15. The derivative relation for instantaneous velocity is

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16. A graph has a line segment above the time axis with a negative slope. During this segment, the body is

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17. A body has and . Why can the displacement correspond to two instants?

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18. Consider the following statements about equations of uniformly accelerated motion.
Statement I: contains no displacement.
Statement II: contains no time.
Statement III: can be used even when acceleration varies irregularly.

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19. A car moves at for and then at for along the same road. Its average speed for the whole trip is

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20. Use the graph description below.

A graph is a horizontal straight line above the time axis.

What does this graph represent?

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21. A body moves with uniform acceleration. Its displacement in the second is , and its displacement in the second is . Its acceleration is

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22. A car is behind car . Car moves at , while car moves at in the same direction. How far does car travel before it catches car ?

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23. A person moves along a straight path from to , then to . The displacement for the full motion is

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24. In uniform motion with constant velocity , the position at time is represented by . The term represents

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

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26. Instantaneous velocity describes the velocity of a body

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27. A ball is thrown vertically upward with . Taking , the total distance travelled in the first is

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28. Study the velocity record of a cart moving along a fixed -axis.

Instant Velocity

The average acceleration from to is

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29. Study the position table for a moving object.

Time Position

The motion is best described as

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30. A long train moving at overtakes a long train moving at in the same direction. The time taken for complete overtaking is

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31. Match the graph region with the quantity it represents.

Graph region or operation Meaning
P. Area above time axis 1. Positive displacement contribution
Q. Area below time axis 2. Negative displacement contribution
R. Sum of signed areas 3. Net displacement
S. Sum of absolute areas 4. Distance travelled

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32. Read the case below.

A car moves along a straight road. Its average velocity from to is . At , the slope of the tangent to its graph is .

What is the velocity of the car at ?

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33. 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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34. Study the following one-dimensional journey.

Part Motion
P to
Q to
R to

For the whole journey, distance travelled and displacement are respectively

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35. A motion record at one instant is shown below.

Case Velocity Acceleration
P
Q
R
S

In which cases is the speed increasing?

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36. Match the descriptions with the appropriate quantity.

Description Quantity
P. Total length of path covered 1. Position coordinate
Q. Location relative to origin 2. Distance travelled
R. SI unit used for path length 3.
S. Quantity that cannot be negative 4. Distance in ordinary kinematics

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37. A cyclist covers in . The average speed is

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38. For the relative position , where is in and is in , the time when and are at the same position is

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39. If two bodies move along the same straight line with velocities and , the relative velocity of with respect to is

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40. Two coordinate descriptions are made for the same straight path. Case 1: east is positive. Case 2: west is positive. A scooter moves east from a point. How is this displacement represented in the two cases?

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41. A body returns to its starting point after covering in . The average speed and average velocity are

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42. A velocity-time graph is a horizontal line at from to . The displacement is

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43. A graph description is given below.

On the same axes, two straight lines for bodies and are parallel and separated vertically.

The correct interpretation is

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44. A moving observer cannot decide absolute rest or absolute motion from one-dimensional kinematics alone because

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45. Assertion: Instantaneous velocity at a point on an graph is given by the slope of the tangent at that point.
Reason: Average velocity over a finite interval is given by the slope of the secant joining two points on the graph.

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46. A position function is , with in and in . At , the instantaneous velocity is

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47. In straight-line motion with possible reversal, distance travelled means

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48. A curved graph has tangent slopes at three instants as shown.

Instant Tangent slope
P
Q
R

The correct interpretation is

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49. A body starts with and has constant acceleration . After , what is the velocity and how has the direction changed?

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50. A straight road is described using a coordinate axis. The town gate is first chosen as origin , but later a milestone east of the gate is chosen as the new origin. What remains unchanged by this new choice?

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1 Comment
Rukshar

👍 😊 😊 👌 👌

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