Note: Please do not worry about the excel spreedsheet.-I just want to confirm the calculations of h, α, β, δ, Ax, Ay, Bx, By, T1, and T2 using the figure you see below.-Please view each Design #1,2,3,4, and 5 individually as they are seperate entities but do apply all the calculations of finding h, α, β, δ, Ax, Ay, Bx, By, T1, and T2 for each design.-If you like feel free to answer one design # any as you like as the steps could be applied to all designs #'sThank you for understanding. ## Educational Exercise: Analyzing Cable Designs### Task Overview:In this exercise, you will work individually or in teams of 2 or 3 to create a spreadsheet using Excel or Sheets. Your task is to analyze a general cable design with a single concentrated load at point P. You will be given the lengths of the cables and the span. Your objective is to calculate the following parameters:- \( h \) (height)- \( \alpha \), \( \beta \) (angles with the horizontal)- \( \delta \) (angle at point P)- \( A_x \), \( A_y \) (horizontal and vertical components at point A)- \( B_x \), \( B_y \) (horizontal and vertical components at point B)- \( T_1 \), \( T_2 \) (tensions in the cables)**Hint**: Use the law of cosines to assist in your calculations.### Cable Design Specifications:Use your spreadsheet to solve for the following cable designs:1. **Design #1**: - \( L_1 = 10m \), \( L_2 = 15m \), \( L_3 = 20m \) - Load, \( P = 50N \)2. **Design #2**: - \( L_1 = 25m \), \( L_2 = 25m \), \( L_3 = 30m \) - Load, \( P = 250N \)3. **Design #3**: - \( L_1 = 5m \), \( L_2 = 10m \), \( L_3 = 10m \) - Load, \( P = 500N \)4. **Design #4**: - \( L_1 = 20m \), \( L_2 = 5m \), \( L_3 = 20m \) - Load, \( P = 100N \)5. **Design #5**: - \( L_1 = 45m \), \( L_2 = 65m \), \( L_3 = 100m \) - Load, \( P = 300N \)### Diagram Explanation:The diagram illustrates a cable system suspended between two points, A and B, with a concentrated load \( P \

Given data: Design as shown in figure To determine: h, α , β , δ , Ax , Ay , Bx , By , T1 , T2

Answered: Note: Please do not worry about the…

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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Note: Please do not worry about the excel spreedsheet.
-I just want to confirm the calculations of h, α, β, δ, Ax, Ay, Bx, By, T1, and T2 using the figure you see below.
-Please view each Design #1,2,3,4, and 5 individually as they are seperate entities but do apply all the calculations of finding h, α, β, δ, Ax, Ay, Bx, By, T1, and T2 for each design.
-If you like feel free to answer one design # any as you like as the steps could be applied to all designs #'s

Thank you for understanding.

## Educational Exercise: Analyzing Cable Designs

### Task Overview:
In this exercise, you will work individually or in teams of 2 or 3 to create a spreadsheet using Excel or Sheets. Your task is to analyze a general cable design with a single concentrated load at point P. You will be given the lengths of the cables and the span. Your objective is to calculate the following parameters:

- \( h \) (height)
- \( \alpha \), \( \beta \) (angles with the horizontal)
- \( \delta \) (angle at point P)
- \( A_x \), \( A_y \) (horizontal and vertical components at point A)
- \( B_x \), \( B_y \) (horizontal and vertical components at point B)
- \( T_1 \), \( T_2 \) (tensions in the cables)

**Hint**: Use the law of cosines to assist in your calculations.

### Cable Design Specifications:
Use your spreadsheet to solve for the following cable designs:

1. **Design #1**:
- \( L_1 = 10m \), \( L_2 = 15m \), \( L_3 = 20m \)
- Load, \( P = 50N \)

2. **Design #2**:
- \( L_1 = 25m \), \( L_2 = 25m \), \( L_3 = 30m \)
- Load, \( P = 250N \)

3. **Design #3**:
- \( L_1 = 5m \), \( L_2 = 10m \), \( L_3 = 10m \)
- Load, \( P = 500N \)

4. **Design #4**:
- \( L_1 = 20m \), \( L_2 = 5m \), \( L_3 = 20m \)
- Load, \( P = 100N \)

5. **Design #5**:
- \( L_1 = 45m \), \( L_2 = 65m \), \( L_3 = 100m \)
- Load, \( P = 300N \)

### Diagram Explanation:
The diagram illustrates a cable system suspended between two points, A and B, with a concentrated load \( P \

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