Finding ez: Solving a 3D Vector Equation

  • Thread starter Thread starter hubluh
  • Start date Start date
  • Tags Tags
    3d Vector
AI Thread Summary
To find the value of ez in the vector equation e = 1/3i + 2/3j + ezk, it is established that e is a unit vector, meaning its magnitude must equal 1. The discussion emphasizes understanding the concept of a unit vector, which has a length of 1. Participants suggest that additional details about the problem may be necessary for accurate assistance. The possible answers for ez are 0, 1, 1/3, and 2/3, but further clarification on the equation's context is needed. Overall, the focus is on determining the correct value of ez while ensuring the vector maintains its unit length.
hubluh
Messages
4
Reaction score
0

Homework Statement


Find the value of ez if e = 1/3i + 2/3j + ezk

Homework Equations


Any help?

The Attempt at a Solution


Have no idea where to start
 
Physics news on Phys.org
Can you tell us anything about this equation? What textbook are you using?
 
Im currently studying for an exam and I found this in past papers. I am using no book atm.
 
My only guess is that e is supposed to be a unit vector. Any idea if that is right? If not, is it possible for you to upload an image of the question? You might be omitting a key detail which you do not realize is important.
 
  • Like
Likes hubluh
This is the exact question :" The vector e=1/3i+2/3j+ezk is a unit vector. Find ez?"
The possible answers are 0,1,1/3 and 2/3
 
hubluh said:
This is the exact question :" The vector e=1/3i+2/3j+ezk is a unit vector. Find ez?"
The possible answers are 0,1,1/3 and 2/3

Do you know what a unit vector is?
 
  • Like
Likes hubluh
hubluh said:
This is the exact question :" The vector e=1/3i+2/3j+ezk is a unit vector. Find ez?"
The possible answers are 0,1,1/3 and 2/3
Do you know what it means for a vector to have a unit length (i.e. to be a unit vector)?
 
  • Like
Likes hubluh
Ahh I get you know. It has a magnitude of 1.
Thanks so much
 
Back
Top