Water at 25∘C∘C is pumped into the galvanized iron pipe branch consisting of two 50-mmmm-diameter pipes ABD�� and ACD��, which are 8 mm and 12 mm long, respectively. The pressure drop from A� to D� is 75 kPakPa. Neglect minor losses. The pipe branch is in the horizontal plane.Determine the flow through the pipe A�.Express your answer using three significant figures.Determine the flow through the pipe B�.Express your answer using three significant figures.Determine the flow through the pipe C�.Express your answer using three significant figures. ### Problem StatementWater at 25°C is pumped into the galvanized iron pipe branch consisting of two 50-mm-diameter pipes \(ABD\) and \(ACD\), which are 8 m and 12 m long, respectively. The pressure drop from \(A\) to \(D\) is 75 kPa. Neglect minor losses. The pipe branch is in the horizontal plane.#### Diagram ExplanationThe diagram shows a pipeline setup with the following details:- The main pipe divides into two branches, \(ABD\) and \(ACD\).- Both branches are made of galvanized iron and have a diameter of 50 mm.- Pipe \(ABD\) has a length of 8 m.- Pipe \(ACD\) has a length of 12 m.- The pressure drop across the system, from point \(A\) to point \(D\), is 75 kPa.- Pipe \(B\) and \(C\) are connected perpendicular to the main branches.- The entire setup lies in a horizontal plane.### Tasks**Part A**- Determine the flow through the pipe \(A\).- Express your answer using three significant figures.```Q_A = __ m³/s```[Submit button] [Request Answer link]**Part B**- Determine the flow through the pipe \(B\).- Express your answer using three significant figures.```Q_B = __ m³/s```[Submit button] [Request Answer link]**Part C**- Determine the flow through the pipe \(C\).- Express your answer using three significant figures.```Q_C = __ m³/s```[Submit button] [Request Answer link]

Answered: Image /qna-images/answer/474f39ff-cb1b-4a20-8b23-6b364a49f0e0.jpgFlow through A = 0.021416 m3/secFlow through B = 0.011790 m3/secFlow through C = 0.009626 m3/sec

Answered: Water at 25∘C∘C is pumped into 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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Water at 25∘C∘C is pumped into the galvanized iron pipe branch consisting of two 50-mmmm-diameter pipes ABD�� and ACD��, which are 8 mm and 12 mm long, respectively. The pressure drop from A� to D� is 75 kPakPa. Neglect minor losses. The pipe branch is in the horizontal plane.

Determine the flow through the pipe A�.

Express your answer using three significant figures.

Determine the flow through the pipe B�.

Express your answer using three significant figures.

Determine the flow through the pipe C�.

Express your answer using three significant figures.

### Problem Statement

Water at 25°C is pumped into the galvanized iron pipe branch consisting of two 50-mm-diameter pipes \(ABD\) and \(ACD\), which are 8 m and 12 m long, respectively. The pressure drop from \(A\) to \(D\) is 75 kPa. Neglect minor losses. The pipe branch is in the horizontal plane.

#### Diagram Explanation

The diagram shows a pipeline setup with the following details:

- The main pipe divides into two branches, \(ABD\) and \(ACD\).
- Both branches are made of galvanized iron and have a diameter of 50 mm.
- Pipe \(ABD\) has a length of 8 m.
- Pipe \(ACD\) has a length of 12 m.
- The pressure drop across the system, from point \(A\) to point \(D\), is 75 kPa.
- Pipe \(B\) and \(C\) are connected perpendicular to the main branches.
- The entire setup lies in a horizontal plane.

### Tasks

**Part A**
- Determine the flow through the pipe \(A\).
- Express your answer using three significant figures.

```
Q_A = __ m³/s
```
[Submit button]
[Request Answer link]

**Part B**
- Determine the flow through the pipe \(B\).
- Express your answer using three significant figures.

```
Q_B = __ m³/s
```
[Submit button]
[Request Answer link]

**Part C**
- Determine the flow through the pipe \(C\).
- Express your answer using three significant figures.

```
Q_C = __ m³/s
```
[Submit button]
[Request Answer link]

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