3-102 Consider a large cubic ice block floating in seawater. The specific gravities of ice and seawater are 0.92 and 1.025, respectively. If a 25-cm-high portion of the ice block extends above the surface of the water, determine the height of the ice block below the surface. Answer: 2.19 m 125 cm Sea Cubic ice block h

Structural Analysis
6th Edition
ISBN:9781337630931
Author:KASSIMALI, Aslam.
Publisher:KASSIMALI, Aslam.
Chapter2: Loads On Structures
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**Problem 3-102: Ice Block Buoyancy**

Consider a large cubic ice block floating in seawater. The specific gravities of ice and seawater are 0.92 and 1.025, respectively. If a 25-cm-high portion of the ice block extends above the surface of the water, determine the height of the ice block below the surface.

**Answer:** 2.19 m

**Diagram Explanation:**

The diagram shows a side view of the scenario:

1. **Sea**: The medium where the ice block is floating.
2. **Cubic Ice Block**: A cubic-shaped ice block is partially submerged in the seawater. It is labeled to specify what the shape represents.
3. **Measurements**:
   - A 25 cm portion extends above the water.
   - The depth of the submerged part is labeled as \( h \).

In this problem, the goal is to calculate the submerged depth \( h \) using the given specific gravities and measurements.
Transcribed Image Text:**Problem 3-102: Ice Block Buoyancy** Consider a large cubic ice block floating in seawater. The specific gravities of ice and seawater are 0.92 and 1.025, respectively. If a 25-cm-high portion of the ice block extends above the surface of the water, determine the height of the ice block below the surface. **Answer:** 2.19 m **Diagram Explanation:** The diagram shows a side view of the scenario: 1. **Sea**: The medium where the ice block is floating. 2. **Cubic Ice Block**: A cubic-shaped ice block is partially submerged in the seawater. It is labeled to specify what the shape represents. 3. **Measurements**: - A 25 cm portion extends above the water. - The depth of the submerged part is labeled as \( h \). In this problem, the goal is to calculate the submerged depth \( h \) using the given specific gravities and measurements.
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