Match the approaches given below to perform stated kinematics/dynamics analysis of machine.

Analysis Approach

P. Continuous relative relation 1. D' Alembert's principle

Q. Velocity and acceleration 2. Grubler's criterion

R.Mobility 3..Grashof's law

S. Dynamic-static analysis 4. Kennedy's theorem

P - 1, Q - 2, R - 3, S - 4

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P - 3, Q - 4, R - 2, S - 1

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P - 2, Q - 3, R - 4, S - 1

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P - 4, Q - 2, R - 1, S - 3

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Solution

The correct option is B $P - 3, Q - 4, R - 2, S - 1$
1. D' Alembert's principle $\to$ Dynamic-static analysis
2.Grubler's criterion $\to$ Mobility (for plane mechanism)
3. Grashof's law $\to$ Continuous relative rotation
4. Kennedy's theorem $\to$ Velocity and acceleration

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Analysis	Approach
P. Continuous relative relation	1. D' Alembert's principle
Q. Velocity and acceleration	2. Grubler's criterion
R.Mobility	3..Grashof's law
S. Dynamic-static analysis	4. Kennedy's theorem

Match the approaches given below to perform stated kinematics/dynamics analysis of machine. Analysis Approach P. Continuous relative relation 1. D' Alembert's principle Q. Velocity and acceleration 2. Grubler's criterion R.Mobility 3..Grashof's law S. Dynamic-static analysis 4. Kennedy's theorem

The correct option is B P−3,Q−4,R−2,S−11. D' Alembert's principle → Dynamic-static analysis 2.Grubler's criterion→ Mobility (for plane mechanism) 3. Grashof's law → Continuous relative rotation 4. Kennedy's theorem→ Velocity and acceleration

The correct option is B $P - 3, Q - 4, R - 2, S - 1$
1. D' Alembert's principle $\to$ Dynamic-static analysis
2.Grubler's criterion $\to$ Mobility (for plane mechanism)
3. Grashof's law $\to$ Continuous relative rotation
4. Kennedy's theorem $\to$ Velocity and acceleration