After representing two three-dimensional vector fields as input and vectors as bundles, Write a Python program that outputs the dot product. In the different lines of the entries of the vectors, the components of the vector are respectively separated by a single space. get it done. Note: a = (a1, a2, a3) ve b = (b1, b2, b3) i dot product of vectors, two three-dimensional vectors : a ·b = (a, a2,a3) · (b, b2, b3) = a, · bị +az · b2 + az · b3 Entry: 123 -210 Output: (1, 2, 3) . (-2, 1, 0) = 0 Entry: -102 283 Output: (-1, 0, 2) . (2, 8, 3) = 4

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After representing two three-dimensional vector fields as input and vectors as bundles,
Write a Python program that outputs the dot product.
In the different lines of the entries of the vectors, the components of the vector are respectively
separated by a single space.
get it done.
Note:
a = (a, a2, a3) ve b = (b,, b2, b3) i
dot product of vectors, two three-dimensional vectors :
a ·b = (a, az,a3) · (b, b2, b3) = a, · bị + az · b2 + az · b3
Entry:
123
-210
Output:
(1, 2, 3) . (-2, 1, 0) = 0
Entry:
-102
283
Output:
(-1, 0, 2) . (2, 8, 3) = 4
Transcribed Image Text:After representing two three-dimensional vector fields as input and vectors as bundles, Write a Python program that outputs the dot product. In the different lines of the entries of the vectors, the components of the vector are respectively separated by a single space. get it done. Note: a = (a, a2, a3) ve b = (b,, b2, b3) i dot product of vectors, two three-dimensional vectors : a ·b = (a, az,a3) · (b, b2, b3) = a, · bị + az · b2 + az · b3 Entry: 123 -210 Output: (1, 2, 3) . (-2, 1, 0) = 0 Entry: -102 283 Output: (-1, 0, 2) . (2, 8, 3) = 4
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