Step 1: Recall Reynolds Number Definition.
The Reynolds number is defined as: \[Re = \frac{\rho V L}{\mu} = \frac{\text{Inertia force}}{\text{Viscous force}}.\]
Step 2: Evaluate Options.
- (1) Viscous/Inertia: Incorrect, this is the inverse of the Reynolds number.
- (2) Elastic/Pressure: This ratio is associated with the Mach number, not the Reynolds number.
- (3) Inertia/Viscous: Correct, this matches the definition.
- (4) Gravity/Inertia: This ratio is associated with the Froude number, not the Reynolds number.
Step 3: Finalize Conclusion.
Therefore, the Reynolds number represents the ratio of inertia force to viscous force.
A wooden cubical block of relative density 0.4 is floating in water. Side of cubical block is $10 \text{ cm}$. When a coin is placed on the block, it dips by $0.3 \text{ cm}$, weight of coin is: