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For given distributed loads, see figures below, determine resultant and moments around load ends (points A and B). Assume p = 2kN/m. 2p a) 4m 2p B Р A b) 4m V 3p B c) 10m A 3p B

For given distributed loads, see figures below, determine resultant and moments around load ends (points A and B). Assume p = 2kN/m. 2p a) 4m 2p B Р A b) 4m V 3p B c) 10m A 3p B

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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For given distributed loads, see figures below, determine resultant and moments around load ends (points A and B). Assume \( p = 2kN/m \). The image contains several diagrams labeled from (a) to (i), each illustrating beams with distributed loads. Points A and B mark the ends of these beams, with each figure specifying the magnitude and position of loads. ### Descriptions: #### a) - A uniform distributed load of \( 2p \) acts across a 4m span from A to B. #### b) - A triangular distributed load starts at A with 0 load and increases linearly to \( 3p \) at B over a span of 4m. #### c) - A triangular load increases linearly from 0 at A to \( 3p \) at B over a span of 10m. #### d) - A triangular load decreases linearly from \( 2p \) at A to \( 0 \) at B over a 6m span. #### e) - Two rectangular loads of \( 2p \) each are placed at the ends A and B, over a total span of 12m, with an 8m gap in between. #### f) - A trapezoidal load with two \( 2p \) peaks over a span of 6m, with portions marked as 2m each at the start, middle, and end. #### g) - A semi-circular load distributed over a 20m span, with a peak load of \( 2p \) in the center. #### h) - A parabolic load with a peak load of \( 2p \) in the center over a 7m span. #### i) - A triangular load starting at \( 1.5p \) at A and increasing to \( 5p \) at B over a span of 12m. Each diagram illustrates different types of distributed loads, representing varying real-world load scenarios for analysis.
Transcribed Image Text:For given distributed loads, see figures below, determine resultant and moments around load ends (points A and B). Assume \( p = 2kN/m \). The image contains several diagrams labeled from (a) to (i), each illustrating beams with distributed loads. Points A and B mark the ends of these beams, with each figure specifying the magnitude and position of loads. ### Descriptions: #### a) - A uniform distributed load of \( 2p \) acts across a 4m span from A to B. #### b) - A triangular distributed load starts at A with 0 load and increases linearly to \( 3p \) at B over a span of 4m. #### c) - A triangular load increases linearly from 0 at A to \( 3p \) at B over a span of 10m. #### d) - A triangular load decreases linearly from \( 2p \) at A to \( 0 \) at B over a 6m span. #### e) - Two rectangular loads of \( 2p \) each are placed at the ends A and B, over a total span of 12m, with an 8m gap in between. #### f) - A trapezoidal load with two \( 2p \) peaks over a span of 6m, with portions marked as 2m each at the start, middle, and end. #### g) - A semi-circular load distributed over a 20m span, with a peak load of \( 2p \) in the center. #### h) - A parabolic load with a peak load of \( 2p \) in the center over a 7m span. #### i) - A triangular load starting at \( 1.5p \) at A and increasing to \( 5p \) at B over a span of 12m. Each diagram illustrates different types of distributed loads, representing varying real-world load scenarios for analysis.
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