This document contains chapter material on fluid dynamics, including three sections: fluids and buoyant force, fluid pressure, and fluids in motion. Key concepts covered are defining fluids, density and buoyancy, pressure in fluids, and principles of fluid flow including continuity and Bernoulli's equation. Sample problems are provided to calculate buoyant forces and fluid pressure. Multiple choice and short response test questions assess understanding of these fluid dynamics concepts.

1. Chapter Presentation Transparencies Sample Problems Visual Concepts Standardized Test Prep Chapter 8 – Fluid Dynamics

6. Mass Density Chapter 8 Section 1 Fluids and Buoyant Force

8. Buoyant Force and Archimedes’ Principle Chapter 8 Section 1 Fluids and Buoyant Force

9. Displaced Volume of a Fluid Chapter 8 Section 1 Fluids and Buoyant Force

11. Buoyant Force on Floating Objects Chapter 8 Section 1 Fluids and Buoyant Force

12. Buoyant Force Chapter 8 Section 1 Fluids and Buoyant Force

23. Pascal’s Principle Chapter 8 Section 2 Fluid Pressure

24. Pascal’s Principle Chapter 8 Section 2 Fluid Pressure F 1 = F 2 A 1 A 2

26. Fluid Pressure as a Function of Depth Chapter 8 Section 2 Fluid Pressure

29. Characteristics of an Ideal Fluid Chapter 8 Section 3 Fluids in Motion

32. Bernoulli’s Principle Chapter 8 Section 3 Fluids in Motion

55. Extended Response Standardized Test Prep Chapter 8 Base your answers to questions 12–14 on the information below. Oil, which has a density of 930.0 kg/m 3 , floats on water. A rectangular block of wood with a height, h , of 4.00 cm and a density of 960.0 kg/m 3 floats partly in the water, and the rest floats under the oil layer. 12. What is the balanced force equation for this situation?

56. Extended Response Standardized Test Prep Chapter 8 Base your answers to questions 12–14 on the information below. Oil, which has a density of 930.0 kg/m 3 , floats on water. A rectangular block of wood with a height, h , of 4.00 cm and a density of 960.0 kg/m 3 floats partly in the water, and the rest floats under the oil layer. 12. What is the balanced force equation for this situation? Answer: F B,oil + F B,water = F g,block