Buoyancy

Owen Perez
7 min read
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Study Guide Overview
This study guide covers buoyancy and apparent weight. It explains the concept of buoyant force (Fb) as the upward push by a fluid, equal to the weight of the displaced fluid (Archimedes' Principle). It also covers calculating Fb using volume, density, and gravity, and how it relates to an object floating or sinking. The guide then explains apparent weight as how heavy an object feels in a fluid, and how to calculate it. Finally, it connects these concepts to other units like fluids, forces, and density, and provides practice questions with solutions.
#Buoyancy and Apparent Weight: Your Ultimate AP Physics 2 Guide 🚀
Hey there, future physicist! Let's dive into buoyancy and apparent weight – key topics for your AP Physics 2 exam. Think of this as your personal cheat sheet, designed to make everything click. Let's get started!
#Buoyancy: The Upward Push
Buoyancy is all about that upward force a fluid exerts on an object. It's like the fluid is trying to push the object back up! This force happens because pressure increases with depth, creating a net upward push.
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What causes it? Pressure difference! Higher pressure at the bottom of an object pushes it up. ⬆️
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Buoyant Force (Fb): This upward force is equal to the weight of the fluid displaced by the object. That's Archimedes' Principle in action! 💡
Caption: An object submerged in water experiences an upward buoyant force equal to the weight of the water it displaces. 🌊
#Archimedes' Principle
The buoyant force (Fb) is equal to the weight of the fluid displaced by the object.
Imagine you drop a baseball into a bucket of water. Some water spills out, right? The weight of that spilled water is exactly the buoyant force acting on the baseball. 🚣🏼♀️
Formula:
Where:
- = Buoyant Force
- = Volume of the object (or the volume of fluid displaced)
- = Density of the fluid
- = Acceleration due to gravity (approx. 9.8 m/s² or 10 m/s²)
Remember V-rho-g for buoyant force: Volume displaces rho (density) of fluid, and gravity g pulls it down.
#Example Problem
Let's calculate the net force on a box with a mass of 15 kg and a volume of 0.2 m³ when fully submerged in water:
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