Physics-
General
Easy
Question
Three identical particles are joined together by a thread as shown in figure. All the three particles are moving in a horizontal plane. If the velocity of the outermost particle is
, then the ratio of tensions in the three sections of the string is
![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/questiontext/905325/1/914718/Picture524.png)
The correct answer is: ![3 blank colon 5 blank colon 6](data:image/png;base64,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)
Let
is the angular speed of revolution
![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/generalfeedback/905325/1/914718/Picture263.png)
![T subscript 3 end subscript equals m omega to the power of 2 end exponent 3 l](data:image/png;base64,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)
![T subscript 2 end subscript minus T subscript 3 end subscript equals m omega to the power of 2 end exponent 2 l rightwards double arrow T subscript 2 end subscript equals m omega to the power of 2 end exponent 5 l](data:image/png;base64,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)
![T subscript 1 end subscript minus T subscript 2 end subscript equals m omega to the power of 2 end exponent l rightwards double arrow T subscript 1 end subscript equals m omega to the power of 2 end exponent 6 l](data:image/png;base64,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)
![T subscript 3 end subscript colon T subscript 2 end subscript colon T subscript 1 end subscript equals 3 blank colon 5 blank colon 6](data:image/png;base64,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)
Related Questions to study
physics-
A weightless thread can bear tension up to
wt. A stone of mass
is tied to it and revolved in a circular path of radius
in a vertical plane. If
, then the maximum angular velocity of the stone will be
A weightless thread can bear tension up to
wt. A stone of mass
is tied to it and revolved in a circular path of radius
in a vertical plane. If
, then the maximum angular velocity of the stone will be
physics-General
physics-
A man 80 kg is supported by two cables as shown in the figure. Then the ratio of tensions
and
is
![](data:image/png;base64,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)
A man 80 kg is supported by two cables as shown in the figure. Then the ratio of tensions
and
is
![](data:image/png;base64,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)
physics-General
Maths-
A square matrix
for
and
(constant) for
is called a
A square matrix
for
and
(constant) for
is called a
Maths-General
chemistry-
DS for the reaction: MgCO3(s) → MgO(s) + CO2(g) will be -
DS for the reaction: MgCO3(s) → MgO(s) + CO2(g) will be -
chemistry-General
physics-
A point P moves in counter-clockwise direction on a circular path as shown in the figure. The movement of P is such that it sweeps out length
where
is in metre and t is in second. The radius of the path is 20 m. The acceleration of P when t =2s is nearly
![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/questiontext/486112/1/914450/Picture518.png)
A point P moves in counter-clockwise direction on a circular path as shown in the figure. The movement of P is such that it sweeps out length
where
is in metre and t is in second. The radius of the path is 20 m. The acceleration of P when t =2s is nearly
![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/questiontext/486112/1/914450/Picture518.png)
physics-General
chemistry-
For the reaction N2(g)+3H2(g)→2NH3(g),DH is-
For the reaction N2(g)+3H2(g)→2NH3(g),DH is-
chemistry-General
physics-
Three identical spheres of mass
each are placed at the corners of an equilateral triangle of side 2
. Taking one of the corner as the origin, the position vector of the centre of mass is
Three identical spheres of mass
each are placed at the corners of an equilateral triangle of side 2
. Taking one of the corner as the origin, the position vector of the centre of mass is
physics-General
physics-
Four bodies of equal mass start moving with same speed are shown in the figure. In which of the following combination the centre of mass will remain at origin?
![](data:image/png;base64,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)
Four bodies of equal mass start moving with same speed are shown in the figure. In which of the following combination the centre of mass will remain at origin?
![](data:image/png;base64,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)
physics-General
chemistry-
From the reactions: C(s)+2H2(g)→CH4(g)DH=–XK cal C(g)+4H(g)→CH4(g),DH=–X1Kcal CH4(g)→CH3(g)+H(g)DH=+Y(Kcal) Bond energy of C–H bond is-
From the reactions: C(s)+2H2(g)→CH4(g)DH=–XK cal C(g)+4H(g)→CH4(g),DH=–X1Kcal CH4(g)→CH3(g)+H(g)DH=+Y(Kcal) Bond energy of C–H bond is-
chemistry-General
physics-
From a circular disc of radius
and mass 9
, a small disc of radius
/3 is removed from the disc. The moment of inertia of the remaining disc about an axis perpendicular to the plane of the disc and passing through
is
![](data:image/png;base64,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)
From a circular disc of radius
and mass 9
, a small disc of radius
/3 is removed from the disc. The moment of inertia of the remaining disc about an axis perpendicular to the plane of the disc and passing through
is
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)
physics-General
physics-
The instantaneous velocity of a point
of the given rod of length 0.5 m is 3
in the represented direction. The angular velocity of the rod for minimum velocity of end A is
![](data:image/png;base64,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)
The instantaneous velocity of a point
of the given rod of length 0.5 m is 3
in the represented direction. The angular velocity of the rod for minimum velocity of end A is
![](data:image/png;base64,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)
physics-General
biology
The backbone of RNA consists of which of the following sugar?
The backbone of RNA consists of which of the following sugar?
biologyGeneral
biology
Consider the following statements and choose the correct one
Consider the following statements and choose the correct one
biologyGeneral
biology
Identify A to F in the sectional view of a chloroplast showing the different parts
![](data:image/png;base64,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)
Identify A to F in the sectional view of a chloroplast showing the different parts
![](data:image/png;base64,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)
biologyGeneral
biology
Organelle important in spindle formation during nuclear division is
Organelle important in spindle formation during nuclear division is
biologyGeneral