After the web meeting, submit this document on Canvas Undel neMeeting Assignment. This is an individual submission.TAE%3DFollow the steps below to express the force F, as a vector using the format: F, = F1. Write the position vector:TAE =4 ft4 ftF = 300 lb6 ft6 ft2. Find the magnitude of the position vector:6 ftTAE =F = 400 lb3. Find the unit vector by dividing the position vector by its own magnitude:NAE =4. Write the force vector:F1 =FinAE = 2. Find the magnitude of the position vector:6 ft6 ftTAE =F2= 400 lb3. Find the unit vector by dividing the position vector by its own magnitude:NAE =4. Write the force vector:F = FiNAE =A vector is a quantity having direction as well as magnitude.→ In the F1 equation given above, circle the magnitude portion of the equation.→ In the F, equation given above, underline the direction portion of the equation.

Meeting Assignment. This Is an TAE %3D Follow the steps below to express the force F, as a vector using the format: F = F 1. Write the position vector: TAE = 4 ft 4 ft F,= 300 lb 6 ft 6 ft 2. Find the magnitude of the position vector: 6 ft TAE = F=400 lb 3. Find the unit vector by dividing the position vector by its own magnitude: NAE = 4. Write the force vector: F1=FinAE = %3D %3D

Meeting Assignment. This Is an TAE %3D Follow the steps below to express the force F, as a vector using the format: F = F 1. Write the position vector: TAE = 4 ft 4 ft F,= 300 lb 6 ft 6 ft 2. Find the magnitude of the position vector: 6 ft TAE = F=400 lb 3. Find the unit vector by dividing the position vector by its own magnitude: NAE = 4. Write the force vector: F1=FinAE = %3D %3D

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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Question

After the web meeting, submit this document on Canvas Undel ne
Meeting Assignment. This is an individual submission.
TAE
%3D
Follow the steps below to express the force F, as a vector using the format: F, = F
1. Write the position vector:
TAE =
4 ft
4 ft
F = 300 lb
6 ft
6 ft
2. Find the magnitude of the position vector:
6 ft
TAE =
F = 400 lb
3. Find the unit vector by dividing the position vector by its own magnitude:
NAE =
4. Write the force vector:
F1 =FinAE =

2. Find the magnitude of the position vector:
6 ft
6 ft
TAE =
F2= 400 lb
3. Find the unit vector by dividing the position vector by its own magnitude:
NAE =
4. Write the force vector:
F = FiNAE =
A vector is a quantity having direction as well as magnitude.
→ In the F1 equation given above, circle the magnitude portion of the equation.
→ In the F, equation given above, underline the direction portion of the equation.

Expert Solution

Step 1

Given:

Force = 300 lb

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Position Vector AE

Unit vector AE

Force Vector

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