Physics-
General
Easy
Question
Two blocks A and B of masses m & 2m respectively are held at rest such that the spring is in natural length. Find out the accelerations of both the blocks just after release:
![](https://mycourses.turito.com/pluginfile.php/1/question/questiontext/471843/1/944633/Picture128.png)
- g
, g
- 0, 0
- g
, 0
The correct answer is: g
, g ![downwards arrow](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAA4AAAAQCAYAAAAmlE46AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAABGJhU0UAAAAPUJuPDwAAAEtJREFUeNpjYMANAhjIBP9HNY5qJBoshGoIgtKhUHohIY08QPwQiN9BNbwG4vtAzEeMrdZQTTBsS4qTW6GaOkgNGCYgXgzELLgUAACT1xoJc0TJAAAAAFB0RVh0TWF0aE1MADxtYXRoIHhtbG5zPSJodHRwOi8vd3d3LnczLm9yZy8xOTk4L01hdGgvTWF0aE1MIj48bW8+JiN4MjE5Mzs8L21vPjwvbWF0aD4xZV2+AAAAAElFTkSuQmCC)
In this case spring force is zero initially F.B.D. of A and B
![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/generalfeedback/898846/1/944633/Picture154.png)
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For the indicator diagram given below, select wrong statement
![](data:image/png;base64,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)
For the indicator diagram given below, select wrong statement
![](data:image/png;base64,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)
physics-General
physics-
Two blocks of masses
and
are connected with a massless spring and placed over a plank moving with an acceleration ‘a’ as shown in figure. The coefficient of friction between the blocks and platform is
.
![](https://mycourses.turito.com/pluginfile.php/1/question/questiontext/471667/1/944449/Picture79.png)
Two blocks of masses
and
are connected with a massless spring and placed over a plank moving with an acceleration ‘a’ as shown in figure. The coefficient of friction between the blocks and platform is
.
![](https://mycourses.turito.com/pluginfile.php/1/question/questiontext/471667/1/944449/Picture79.png)
physics-General
maths-
maths-General
physics-
A given mass of a gas expands from the state A to the state B by three paths 1,2 and 3 as shown in the figure If W1, W2 and W3 respectively be the work done by the gas along the three paths then
![](data:image/png;base64,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)
A given mass of a gas expands from the state A to the state B by three paths 1,2 and 3 as shown in the figure If W1, W2 and W3 respectively be the work done by the gas along the three paths then
![](data:image/png;base64,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)
physics-General
physics-
Same spring is attached with 2kg, 3kg and 1 kg blocks in three different cases as shown in figure. If
and
be the extensions in the spring in these three cases then
![](https://mycourses.turito.com/pluginfile.php/1/question/questiontext/471635/1/944351/Picture69.png)
Same spring is attached with 2kg, 3kg and 1 kg blocks in three different cases as shown in figure. If
and
be the extensions in the spring in these three cases then
![](https://mycourses.turito.com/pluginfile.php/1/question/questiontext/471635/1/944351/Picture69.png)
physics-General
physics-
If masses are released from the position shown in figure then time elapsed before mass m1 collides with the floor will be :
![](https://mycourses.turito.com/pluginfile.php/1/question/questiontext/471592/1/944349/Picture67.png)
If masses are released from the position shown in figure then time elapsed before mass m1 collides with the floor will be :
![](https://mycourses.turito.com/pluginfile.php/1/question/questiontext/471592/1/944349/Picture67.png)
physics-General