Can Anyone Help with These Twisted Vector Problems?

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SUMMARY

The discussion centers on solving vector problems involving subtraction and unit vectors. Specifically, the vectors C = (4i - 1j - 3k)m and D = (21i - 3j - 5k)m are analyzed. The tasks include calculating S = C - D, determining the magnitude │S│, and finding the unit vector in the direction of S. Participants emphasize the importance of understanding vector subtraction and clarify potential typos in the vector definitions.

PREREQUISITES
  • Understanding of vector operations, specifically subtraction
  • Familiarity with vector notation (i, j, k components)
  • Knowledge of calculating vector magnitudes
  • Ability to derive unit vectors from given vectors
NEXT STEPS
  • Study vector subtraction techniques in physics or mathematics
  • Learn how to calculate the magnitude of vectors
  • Research how to derive unit vectors from given vectors
  • Review common vector notation and operations in textbooks or online resources
USEFUL FOR

Students studying physics or mathematics, particularly those struggling with vector operations and calculations. This discussion is beneficial for anyone preparing for tests involving vector analysis.

ppacc
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Please Help! I just don’t get it and I’ve been studying for hours.

Question :
Knowing that Vectors C = (4i-1j-3k)m and D=(21-3j-5k)m
Determine
a. S=C-D
b. │S
c. The Unitary vector in the direction of S

My Prof has given us a test one week after the first class and I just don’t get these study questions. I can add and multiply vectots but this stuff I just don’t get and there is no one to help.

If anyone out there can help you’ll really be appreciated

Pamela
 
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The rule for subtracting vectors as in (a) should be similar to adding vectors. I'm sure that even the lousiest textbook explains how to do it. Why don't you have a look at your textbook, or tell us what you think the answers/solutions are?

Also, I think you made a typo. Is vector D = (2i - 3j - 5k) or is D = (21i - 3j - 5k)?
 
https://www.physicsforums.com/showthread.php?t=43092

People don't like it when other people double post. Please don't do this anymore. In my post above, I've simply repeated part of the information provided in replies to the other thread you opened. My reply is now redundant and I've wasted my time unnecessarily.
 

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