Which of the Pythagorean Theorem is valid in Electromagnetics? a) |dot product| + |dot product| = 1 b) |cross product| – |cross product| = 1 c) |dot product|2 + |cross product|2 = 1 d) |dot product| + |cross product| = 0
Which of the Pythagorean Theorem is valid in Electromagnetics? a) |dot product| + |dot product| = 1 b) |cross product| – |cross product| = 1 c) |dot product|2 + |cross product|2 = 1 d) |dot product| + |cross product| = 0
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c) |dot product|2 + |cross product|2 = 1
c) |dot product|2 + |cross product|2 = 1
c) |dot product|2 + |cross product|2 = 1
c) |dot product|2 + |cross product|2 = 1
c) |dot product|
2 + |cross product|
2 = 1
Answer: c
Answer: c
|dot product|2 + |cross product|2 = 1
c) |dot product|
2 + |cross product|
2 = 1
Answer: c
Explanation: Option |dot product|2 + |cross product|2 = 1 gives |cos|2 + |sin|2 = 1, which is
the right answer.
Answer: c
Explanation: Option |dot product|2 + |cross product|2 = 1 gives |cos|2 + |sin|2 = 1, which is the right answer
(c) |dot product|^2 + |cross product|^2 = 1
c) |dot product|2 + |cross product|2 = 1
c) |dot product|
2 + |cross product|
2 = 1
Answer: c
Explanation: Option |dot product|2 + |cross product|2 = 1 gives |cos|2 + |sin|2 = 1, which is the right answer.
|dot product|2 + |cross product|2 = 1
|dot product|2 + |cross product|2 = 1
c) |dot product|
2 + |cross product|
2 = 1
c) |dot product|
2 + |cross product|
2 = 1
|dot product|2 + |cross product|2 = 1
c) |dot product|
2 + |cross product|
2 = 1
Answer: c
Explanation: Option |dot product|2 + |cross product|2 = 1 gives |cos|2 + |sin|2 = 1, which is
the right answer.