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Find the Area of the Parallelogram That Has the Vectors u=(9,9,11)v=(9,0,11)\begin{array} { l } \mathbf { u } = ( 9,9 , - 11 ) \\\mathbf { v } = ( 9,0,11 )\end{array}

Question 186

Multiple Choice

Find the area of the parallelogram that has the vectors as adjacent sides. u=(9,9,11) v=(9,0,11) \begin{array} { l } \mathbf { u } = ( 9,9 , - 11 ) \\\mathbf { v } = ( 9,0,11 ) \end{array}


A)  Area =45,864.00 square untis \text { Area } = \sqrt { 45,864.00 } \text { square untis }
B)  Area =6,858.00 square untis \text { Area } = \sqrt { 6,858.00 } \text { square untis }
C)  Area =378.00 square untis \text { Area } = \sqrt { 378.00 } \text { square untis }
D)  Area =55,566.00 square untis \text { Area } = \sqrt { 55,566.00 } \text { square untis }
E)  Area =42444.00 square untis \text { Area } = \sqrt { 42444.00 } \text { square untis }

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