**Analysis of Forces and Moments on a Bent Bar:**The bar \( OABC \) has multiple bends in different directions. It has a force \( \vec{F_1} = \{-100 \cdot \hat{k}\} \) N applied at point \( B \), and a force \( \vec{F_2} = \{-100 \cdot \hat{i} + 300 \cdot \hat{j} + 100 \cdot \hat{k}\} \) N applied at point \( C \). Using the listed parameters, find the equivalent force and moment applied at \( O \) as Cartesian vectors.### Diagram Explanation:- **Diagram Description:** - A three-dimensional diagram depicts a bent bar \( OABC \) with three segments. - The z-axis is vertical, the x-axis is horizontal towards the right, and the y-axis is towards the back. - Point \( O \) is on the x-axis. From \( O \), the bar goes vertically up \( L_1 \) to point \( A \), horizontally along the y-axis \( L_2 \) to point \( B \), and then diagonally in the yz-plane \( L_3 \) to point \( C \).- **Forces:** - \( \vec{F_1} \) is a vertical downward force at point \( B \). - \( \vec{F_2} \) is a force acting at point \( C \) with components in all three directions.### Parameters Table:| Parameter | Value | Units ||-----------|-------|-------|| \( L_1 \) | 0.5 | m || \( L_2 \) | 1 | m || \( L_3 \) | 1 | m |**NOTE:** Use \( i, j, k \) for \( \hat{i}, \hat{j}, \hat{k} \).#### Calculations to be Performed:- **Resultant Force at Point \( A \):** \( \text{The resultant force at point } A = \{\} \) N- **Resultant Couple Moment About Point \( A \):** \( \text{The resultant couple moment about point } A = \{\} \) N·m

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The bar OABC has multiple bends in different direction has a force F₁ = {-100.} N applied at point B, anc force ₂ ={-100 + 300 · 3 + 100 · } N applied a F2 i C. Using the listed parameters, find the equivalent force moment applied at O as Cartesian vectors. X Z CC 30 BY NO SA 2021 Cathy Zupke Al দ ----2-- parameter value BI units F₁ -3 C y F2

The bar OABC has multiple bends in different direction has a force F₁ = {-100.} N applied at point B, anc force ₂ ={-100 + 300 · 3 + 100 · } N applied a F2 i C. Using the listed parameters, find the equivalent force moment applied at O as Cartesian vectors. X Z CC 30 BY NO SA 2021 Cathy Zupke Al দ ----2-- parameter value BI units F₁ -3 C y F2

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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