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Use the Method of Sections to find the load in member EK of the bridge. Is it in tension or compression? Record your answer in kN. A B Q 1m MM N M 1m 1m 1m 10kN P 1m 10kN 1m 10kN K 1m 1m 10kN 10kN 10kN 10kN 10kN 1m 10kN 1m, H 2m

Use the Method of Sections to find the load in member EK of the bridge. Is it in tension or compression? Record your answer in kN. A B Q 1m MM N M 1m 1m 1m 10kN P 1m 10kN 1m 10kN K 1m 1m 10kN 10kN 10kN 10kN 10kN 1m 10kN 1m, H 2m

Elements Of Electromagnetics
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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**Problem 3 (10 points):** Use the Method of Sections to find the load in member EK of the bridge. Is it in tension or compression? Record your answer in kN. --- **Description of Diagram:** The diagram is a truss bridge structure with joint points labeled from A to H horizontally and B, C, D, E, F, and G vertically. The bridge is supported at both ends, with point A having a triangular support and point H having a roller support. **Members and Spacing:** - The horizontal members are divided into eight 1-meter sections between the supports at A and H. - Vertical members are present below each top connection, labeled by the corresponding letters. **Loads:** - Each vertical section has a 10 kN downward force applied at the joints Q, P, O, N, M, L, J, I. - The total span is 8 meters horizontally and 2 meters vertically to the top joints. The task is to find the force in member EK using the Method of Sections and determine whether it is in tension or compression.
Transcribed Image Text:**Problem 3 (10 points):** Use the Method of Sections to find the load in member EK of the bridge. Is it in tension or compression? Record your answer in kN. --- **Description of Diagram:** The diagram is a truss bridge structure with joint points labeled from A to H horizontally and B, C, D, E, F, and G vertically. The bridge is supported at both ends, with point A having a triangular support and point H having a roller support. **Members and Spacing:** - The horizontal members are divided into eight 1-meter sections between the supports at A and H. - Vertical members are present below each top connection, labeled by the corresponding letters. **Loads:** - Each vertical section has a 10 kN downward force applied at the joints Q, P, O, N, M, L, J, I. - The total span is 8 meters horizontally and 2 meters vertically to the top joints. The task is to find the force in member EK using the Method of Sections and determine whether it is in tension or compression.
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