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Question 3 Not yet answered Marked out of 3.00 The volume of the parallelepiped with one vertex at the origin and adjacent vertices at (2, -4,3), (-3,0, 4) and (-2, 1,5) is (Enter the answer only, for example 9, in the block below. If your answer is a fraction, then enter it in the form a/b.) Answer: Answer

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Answer 1

Sony Box product We know that volume of parallelepiped - atxë) a3 0, b. С. (2 Tox a Geometry h Base area = (bxel & height h= lal coso volume - Falcosa) (b xe ) , = a (b xC) a 03 & here Give that a = (2,4, 3) & ? = D 4 b, b, (-3,0,45 volume of parallele piepeda 2 3 3 O 4 - 2 - expanding along , 2 5 Volume = 211 21 - (-A) 10.11.60251-12.01 = 260-4) + 4 (-1576) + 3(-3-0) unit Volume of parallelepipped