Motion In A Straight Line CBSE Questions & Answers
Motion In A Straight Line
This is Physics Class 11 Motion in a Straight Line CBSE Questions & Answers. There are 15 questions in this test with each question having around four answer choices.
Questions & Answers
1
The position of an object moving in a straight line can be specified with reference to
- Aanother straight line
- Ba triangle
- Can arbitrary star
- Da conveniently chosen originCorrect
2
for motion in a straight line
- Aposition to the left of the origin is taken as positive and to the right as negative.
- Bmotion away from origin is positive
- Cposition to the right of the origin is taken as positive and to the left as negative.Correct
- Dmotion towards origin is positive
3
Path length is defined as.
- Athe distance from origin to maximum point
- BNone of these
- Cthe total length of the path traversed by an objectCorrect
- Dthe distance from origin to minimum point
4
Path length is a
- ANone of these
- Btensor
- Cvector
- DscalarCorrect
5
In Kinematics we study
- AWays to describe motion without going into the causes of motion.Correct
- BWays to find velocity without going into the causes of motion.
- CWays to find acceleration without going into the causes of motion.
- DWays to find jerk without going into the causes of motion.
6
For motion in 3 dimensions we need
- ANo frame of reference is required ; a set of 3 points will do.
- Bframe of reference consisting of a clock and a Cartesian coordinate system having two mutually perpendicular axes, labeled X-, and Y- axes
- CNo frame of reference is required a single point will do.
- Dframe of reference consisting of a clock and a Cartesian coordinate system having three mutually perpendicular axes, labeled X-, Y-, and Z- axesCorrect
7
For one dimensional motion displacement is the
- Achange in position: \(\Delta {\rm{x }} = \left( {{\rm{ }}{{\rm{x}}_{\rm{2}}} + {\rm{ }}{{\rm{x}}_{\rm{1}}}} \right)/{\rm{2}}\)
- BNone of these
- Cchange in position: \(\Delta {\rm{x }} = {\rm{ }}{{\rm{x}}_{\rm{2}}} + {\rm{ }}{{\rm{x}}_{\rm{1}}}\)
- Dchange in position: \(\Delta {\rm{x }} = {\rm{ }}{{\rm{x}}_{\rm{2}}} - {\rm{ }}{{\rm{x}}_{\rm{1}}}\)Correct
8
Displacement is a
- Atensor
- BNone of these
- CVectorCorrect
- Dscalar
9
An object is said to be in uniform motion in a straight line if its displacement
- Ais equal in equal intervals of time.Correct
- Bis equal in not equal intervals of time.
- Cis decreasing in equal intervals of time
- Dis increasing in equal intervals of time
10
Average velocity is defined as
- Athe change in average distance from origin (\(\Delta {\rm{x}}\)) divided by the time intervals (\(\Delta {\rm{t}}\)), in which the displacement occurs
- Bthe change in average path length (\(\Delta {\rm{x}}\)) divided by the time intervals (\(\Delta {\rm{t}}\)), in which the displacement occurs
- Cthe change in path length (\(\Delta {\rm{x}}\)) divided by the time intervals (\(\Delta {\rm{t}}\)), in which the displacement occurs
- Dthe change in position or displacement (\(\Delta {\rm{x}}\)) divided by the time intervals (\(\Delta {\rm{t}}\)), in which the displacement occursCorrect
11
Average speed is defined as
- Athe total path length travelled divided by the total time interval during which the motion has taken placeCorrect
- Bthe total path length travelled divided by the time interval during which uniform motion has taken place
- Cthe total path length travelled divided by the time interval during which minimum motion has taken place
- Dthe total path length travelled divided by the time interval during which maximum motion has taken place
12
Average speed is
- Aalways negative
- Balways positiveCorrect
- Cnever positive
- Dalways zero
13
Instantaneous velocity or simply velocity v at an instant t equals
- A\(\mathop {\lim }\limits_{{\rm{t}} \to 1} {{\Delta x} \over {\Delta t}}\)
- B\(\mathop {\lim }\limits_{{\rm{t}} \to 0} {{\Delta x} \over {2\Delta t}}\)
- C\(\mathop {\lim }\limits_{{\rm{t}} \to \infty } {{\Delta x} \over {\Delta t}}\)
- D\(\mathop {\lim }\limits_{{\rm{t}} \to 0} {{\Delta x} \over {\Delta t}}\)Correct
14
While determining velocity from position-time graph. Velocity at any time
- Ais the slope of the perpendicular to tangent to the graph at that instant
- BNone of these
- Cis the slope of the line from origin to the point on the graph at that instant
- Dis the slope of the tangent to the graph at that instant.Correct
15
If the position- time graph is a straight line
- AThe velocity is decreasing
- BThe velocity is zero
- CThe velocity is constantCorrect
- DThe velocity is increasing