Use the following cartesian coordinates for all problems in Part I. A = (4, 3, -6), B=(-8, -3, 4), C = (7,1,5) 1. Write the above vectors in standard unit vector (i, j, k) notation. 2. Calculate the magnitude of the vector A, and write its unit vector. 3. Find 3A-4B and -2A + 4B, and write the answers in standard unit vector notation.

College Physics
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Chapter1: Units, Trigonometry. And Vectors
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Use the following Cartesian coordinates for all problems in part 1. SEE PHOTO FOR COORDINATES AND PROBLEM. Please answer 1-5, all parts
Use the following cartesian coordinates for all problems in Part I.
A = (4, 3, -6), B=(-8, -3, 4), C = (7,1,5)
1. Write the above vectors in standard unit vector (i, j, k) notation.
2. Calculate the magnitude of the vector A, and write its unit vector.
3. Find 3A-4B and -2A + 4B, and write the answers in standard unit vector notation.
4. Calculate A B and B. C.
5. Calculate A x B and give the answer in standard unit vector notation. Also, give the magnitude of A x B.
Transcribed Image Text:Use the following cartesian coordinates for all problems in Part I. A = (4, 3, -6), B=(-8, -3, 4), C = (7,1,5) 1. Write the above vectors in standard unit vector (i, j, k) notation. 2. Calculate the magnitude of the vector A, and write its unit vector. 3. Find 3A-4B and -2A + 4B, and write the answers in standard unit vector notation. 4. Calculate A B and B. C. 5. Calculate A x B and give the answer in standard unit vector notation. Also, give the magnitude of A x B.
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“Since you have posted a question with multiple sub-parts, we will solve the first three sub-parts for you. To get the remaining sub-part solved please repost the complete question and  mention the sub-parts to be solved.”

Given:

A=(4, 3, -6)B=(-8, 3, 4)C=(7, 1 , 5)

Find out:

  1. The above vectors in standard unit vector i^, j^, k^ notation.
  2. The magnitude of vector A and its unit vectors.
  3. 3A-4B=? and -2A+4B=?
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