Question: Help ; 'I'lll'l 1. Find the volume for the parallelepiped(BOX) formed by the vectors: 2; = (1,4,7),E = (2,1,4),and2 = (o,-9,18) 3 (2,2,1),E = (5,4,2)

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; 'I'lll'l 1. Find the volume for the parallelepiped(BOX) formed by the vectors: 2; = (1,4,7),E = (2,1,4),and2 = (o,-9,18) 3" (2,2,1),E = (5,4,2) 2. Find the angle between the vectors: 3. f =(1'4'_2> Find parametric equations and symmetric equations of the line that passes through the point (5,1,3) and is parallel to the vector 4. x'2y+3z =1 \"J'H'l Find the angle between the planes 5. Find the equation of the plane that passes through the points P=(1,3,2), Q=(3,-1,6), and R=(5,2,0) 6. Reduce the equation to standard form, classify the surface, and sketch it. 43::2 +322 +4zz4y24z+36=0
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