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Show that the area of a parallelogram having diagonals vector(3i + j - 2k) and vector(i - 3j + 4k) is 5√3.

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+1 vote

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asked Aug 21, 2020 in Applications of Vector Algebra by Navin01 (49.6k points)
closed Aug 21, 2020 by Navin01

Show that the area of a parallelogram having diagonals vector(3i + j - 2k) and vector(i - 3j + 4k) is 5√3.

applications of vector algebra
class-12

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1 Answer

+2 votes

answered Aug 21, 2020 by Aryan01 (48.9k points)
selected Aug 21, 2020 by Navin01

Best answer

Let

Area of the parallelogram

commented Aug 20, 2022 by snake7516 (10 points)

Thanks for such a helpful answer...

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Show that the area of a parallelogram having diagonals vector(3i + j - 2k) and vector(i - 3j + 4k) is 5√3.

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