### Problem StatementAs shown, an L-shaped bar is supported by a pin at joint A. The bar's dimensions are \(a = 620 \, \text{mm}\) and \(b = 400 \, \text{mm}\), and the bar is subjected to a force with magnitude \(F = 5.35 \, \text{kN}\) at joint B. Ignoring the bar’s weight, find the actual orientation of the applied force. What is the value of the angle \(\theta\)?Express your answer in degrees to three significant figures. ### Diagram DescriptionThe diagram illustrates an L-shaped bar supported by a pin at joint A. The bar extends horizontally to the right from joint A for a length \(a = 620 \, \text{mm}\), then turns upwards vertically for a length \(b = 400 \, \text{mm}\). A force \(F\) is applied at the top end of the vertical section at joint B, at an angle \(\theta\) to the vertical.#### Dimensions:- Horizontal length \(a = 620 \, \text{mm}\)- Vertical length \(b = 400 \, \text{mm}\)- Force magnitude \(F = 5.35 \, \text{kN}\)### Answer SubmissionBelow the diagram, there is a box where students are expected to input their answer for the angle \(\theta\) in degrees to three significant figures.```plaintextθ = ______ degrees```

As per given question we have determine What is the value of the angle???

As shown, an L-shaped bar is supported by a pin at joint A. The bar's dimensions are a = 620 mm and b = 400 mm , and the bar is subjected to a force with magnitude F = 5.35 kN at joint B. Ignoring the bar's weight, find the actual orientation of the applied force. What is the value of the angle ? F В А Express your answer in degrees to three significant figures. • View Available Hint(s) Vol AEo It vec ? degrees

As shown, an L-shaped bar is supported by a pin at joint A. The bar's dimensions are a = 620 mm and b = 400 mm , and the bar is subjected to a force with magnitude F = 5.35 kN at joint B. Ignoring the bar's weight, find the actual orientation of the applied force. What is the value of the angle ? F В А Express your answer in degrees to three significant figures. • View Available Hint(s) Vol AEo It vec ? degrees

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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Concept explainers

Die Stock

Die stock is expressed as the type of component which is utilized for fitting purposes while creating or shaping uniform threads on tubes, pipes, or screws. The die stock (die handle) has three screws around the adjustable part of a particular machine that helps to locate the die. Also, die stock can endure on a variety of hex and split adjustable dies of several dimensions. One of the primary reasons for using die stock in industries is because die stock can be operated by hands. Commonly, it is made up of high carbon steel.

Question

### Problem Statement

As shown, an L-shaped bar is supported by a pin at joint A. The bar's dimensions are \(a = 620 \, \text{mm}\) and \(b = 400 \, \text{mm}\), and the bar is subjected to a force with magnitude \(F = 5.35 \, \text{kN}\) at joint B. Ignoring the bar’s weight, find the actual orientation of the applied force. What is the value of the angle \(\theta\)?

Express your answer in degrees to three significant figures.

### Diagram Description

The diagram illustrates an L-shaped bar supported by a pin at joint A. The bar extends horizontally to the right from joint A for a length \(a = 620 \, \text{mm}\), then turns upwards vertically for a length \(b = 400 \, \text{mm}\). A force \(F\) is applied at the top end of the vertical section at joint B, at an angle \(\theta\) to the vertical.

#### Dimensions:
- Horizontal length \(a = 620 \, \text{mm}\)
- Vertical length \(b = 400 \, \text{mm}\)
- Force magnitude \(F = 5.35 \, \text{kN}\)

### Answer Submission

Below the diagram, there is a box where students are expected to input their answer for the angle \(\theta\) in degrees to three significant figures.

```plaintext
θ = ______ degrees
```

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Handwritten solution+ free body diagram
Part A Cables of negligible weight support the loading shown. (Figure 1) If W1 = 5.00 lb , W2 = 71.0 lb , yB = 4.50 ft , yc = 7.50 ft , YD = 2.50 ft , and rc = 2.00 ft , find æg- Express your answer numerically to three significant figures in feet. • View Available Hint(s) ΠV ΑΣφ It vec IB = ft Submit
Fbd -handwritten
I need help with this question, it really has me stumped. The values I have depicted are said to be incorrect, I have also tried the same values but positive for each part and it was incorrect as well. Any help would be appreciated, thanks.