Comprehension Passage: Comprehension - 9
Comprehension Passage: Comprehension - 10
The acceleration of $m$ in the $S'$ frame isComprehension Passage: Comprehension - 10
The acceleration of the incline in the $S$ frameComprehension Passage: Comprehension - 10
The force exerted by the small $m$ on the wedge of mass $M$Comprehension Passage: Comprehension - 11
The coefficient of friction between the block and the inclined surface isComprehension Passage: Comprehension - 11
Contact force between the inclined plane and heavy blockComprehension Passage: Comprehension - 11
Tension in the stringComprehension Passage: Comprehension - 11
Frictional force acts on the blockComprehension Passage: Comprehension - 12
The normal reaction at $B$ just after it is released to move isComprehension Passage: Comprehension - 12
Tangential acceleration of the bead just after it is released isComprehension Passage: Comprehension - 13
The acceleration of the system (painter + crate) isComprehension Passage: Comprehension - 13
The tension in the cable supporting the cabin isComprehension Passage: Comprehension - 13
Assuming the painter to be of mass $M$ , crate to be of mass $m$ , then the system will be in equilibrium when the painter holds the rope with a force given byComprehension Passage: Comprehension - 14
In equilibrium, tension in the string $a$ isComprehension Passage: Comprehension - 14
In equilibrium, tension in the string $b$ isComprehension Passage: Comprehension - 14
If the string $a$ is now burned then the speed of the ball just before it collides with the wall isComprehension Passage: Comprehension - 15
The extension in first spring isComprehension Passage: Comprehension - 15
The tension in the string isComprehension Passage: Comprehension - 15
The acceleration of the mass $m_{1}$ , when spring $k_{1}$ is cut, isComprehension Passage: Comprehension - 16
If there is no friction between any two surfaces in contact, thenComprehension Passage: Comprehension - 16
If a friction force exist between block $M$ and the horizontal surface with the coefficient of friction $\mu$ , then the minimum value of $\mu$ (call it as $\mu_{\min}$ ) for which the block $m$ remains stationary isComprehension Passage: Comprehension - 16
If $\mu < \mu_{\min}$ (the minimum friction required to keep the block $m$ stationary), then the downward acceleration of $m$ isComprehension Passage: Comprehension - 17
Based on the above facts, answer the following questions.
Minimum force F required to make both string tight isComprehension Passage: Comprehension - 17
Based on the above facts, answer the following questions.
If the lower string is just tight then tension in the upper string isComprehension Passage: Comprehension - 17
Based on the above facts, answer the following questions.
The value of force $F$ for which the tension in upper string becomes twice than tension in lower string is








