The projection of the vector i+ j+ k on the line whose vector equation is r
= (3+t)i+(2t+ - 1)j+3t k. being a scalar, is ??????
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Answer:
bfidmfofmj 74929beidnjd idnjfhjjjbb 6hr8
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Given: The line vector equation is r = (3 + t)i + (2t -1)j + 3tk
To find: The projection of the vector i+ j+ k on the line whose vector equation is r ?
Solution:
- Now we have given the line as:
r = (3 + t)i + (2t -1)j + 3tk
- It can be written as:
3i - j + (i + 2j + 3k)t
- The projection of a on b will be: a.b/|b|
- Projection = 1 + 2 + 3 / √1 + 4 + 9
- Projection = 6/√14
Answer:
So the projection is 6/√14.
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