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Given: Two stations 115+00 and 116+00. The coordinates for these stations are given in Fig 11-15. The vertical scale is 1 in = 5 ft and the horizontal scale is 1 in = 10 ft. By strippering you find areas A1 = 170.0 ft^2 and A2 = 101.25 ft^2. Find the volume.

Given: Two stations 115+00 and 116+00. The coordinates for these stations are given in Fig 11-15. The vertical scale is 1 in = 5 ft and the horizontal scale is 1 in = 10 ft. By strippering you find areas A1 = 170.0 ft^2 and A2 = 101.25 ft^2. Find the volume.

Structural Analysis
Structural Analysis
6th Edition
ISBN:9781337630931
Author:KASSIMALI, Aslam.
Publisher:KASSIMALI, Aslam.
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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Given: Two stations 115+00 and 116+00. The coordinates for these stations are given in Fig 11-15. The vertical scale is 1 in = 5 ft and the horizontal scale is 1 in = 10 ft. By strippering you find areas A1 = 170.0 ft^2 and A2 = 101.25 ft^2. Find the volume.

**Given:** Two stations 115 + 00 and 116 + 00. The coordinates for these stations are given in Fig. 11-15. The vertical scale is 1 in = 5 ft and the horizontal scale is 1 in = 10 ft. By strippings, you find areas \( A_1 = 170.0 \, \text{ft}^2 \) and \( A_2 = 101.25 \, \text{ft}^2 \). Find the volume. ### Explanation of Diagrams: **Fig. 11-15:** - The diagram consists of two cross-sectional views at different stations (115 + 00 and 116 + 00). Each view represents a cut through the landscape at the given station number. - **Station 115 + 00:** - The cross-section shows measurements at various horizontal distances from the center. - Horizontal distances are marked at intervals, such as 77.5, 75.0, and 80.0 feet, with corresponding vertical distances labeled, such as 25.0, 15.0, and others. - The area \( A_1 = 170.0 \, \text{ft}^2 \) is noted at the center of the section. - **Station 116 + 00:** - Similarly, this section shows measurements at horizontal distances, such as 78.5, 75.0, and 80.0 feet. - These distances have vertical points marked, such as 21.0, 1.0, and others. - The area \( A_2 = 101.25 \, \text{ft}^2 \) is noted at the center of this section. ### Scales: - **Vertical Scale:** 1 inch = 5 feet - **Horizontal Scale:** 1 inch = 10 feet The task involves calculating the volume between these two cross-sections, using the given areas.
Transcribed Image Text:**Given:** Two stations 115 + 00 and 116 + 00. The coordinates for these stations are given in Fig. 11-15. The vertical scale is 1 in = 5 ft and the horizontal scale is 1 in = 10 ft. By strippings, you find areas \( A_1 = 170.0 \, \text{ft}^2 \) and \( A_2 = 101.25 \, \text{ft}^2 \). Find the volume. ### Explanation of Diagrams: **Fig. 11-15:** - The diagram consists of two cross-sectional views at different stations (115 + 00 and 116 + 00). Each view represents a cut through the landscape at the given station number. - **Station 115 + 00:** - The cross-section shows measurements at various horizontal distances from the center. - Horizontal distances are marked at intervals, such as 77.5, 75.0, and 80.0 feet, with corresponding vertical distances labeled, such as 25.0, 15.0, and others. - The area \( A_1 = 170.0 \, \text{ft}^2 \) is noted at the center of the section. - **Station 116 + 00:** - Similarly, this section shows measurements at horizontal distances, such as 78.5, 75.0, and 80.0 feet. - These distances have vertical points marked, such as 21.0, 1.0, and others. - The area \( A_2 = 101.25 \, \text{ft}^2 \) is noted at the center of this section. ### Scales: - **Vertical Scale:** 1 inch = 5 feet - **Horizontal Scale:** 1 inch = 10 feet The task involves calculating the volume between these two cross-sections, using the given areas.
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