21. Given F₁ = 3î - 2ĵ+ 4k and F₂ = 5j + k, find: a. Dot product, F₁ F₂ = b. Dot product, F₂ · F₁ = c. Cross product, F₁ x F₂ =

Algebra and Trigonometry (MindTap Course List)
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Author:James Stewart, Lothar Redlin, Saleem Watson
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Chapter9: Vectors In Two And Three Dimensions
Section9.CR: Chapter Review
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21. Given F₁ = 3î - 2) + 4k and F₂ = 5j + k, find:
a. Dot product, F₁ F₂ =
.
b. Dot product, F₂ · F₁ =
c. Cross product, F₁ F₂ =
=
d. Cross product, F₂ × F₁ =
=
e. The angle between vectors F₁ and F2:
Transcribed Image Text:21. Given F₁ = 3î - 2) + 4k and F₂ = 5j + k, find: a. Dot product, F₁ F₂ = . b. Dot product, F₂ · F₁ = c. Cross product, F₁ F₂ = = d. Cross product, F₂ × F₁ = = e. The angle between vectors F₁ and F2:
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