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You are watching: Find the area of the parallelogram with vertices a(−3, 0), b(−1, 6), c(8, 5), and d(6, −1). ## Expert neighborhood at her ServiceLive professionals 24/7Questions are typically answered in as quick as 30 minutesPersonalized clear answersLearn more## 4476mountvernon.com recommendsAsk your own question because that free.Get a detailed answer even on the hardest topics.Ask an skilled for a step-by-step indict to find out to execute it yourself.Ask QuestionCristiano Sears This is helpful36content_user Vertices are(A(-3,0), B(-1,6), C(8,5))and(D(6,-1)) So (vecAB==) (vecAD==) Hence area of parallelogram (=|vecAB imesvecAD|) (vecAB imesvecAD=eginbmatrixi&j&k\2&6&0\9&-1&0endbmatrix) (=i(0-0)+j(0-0)+k(-2-54)) (=-56k) Hence Area(=|vecAB imesvecAD|) (=sqrt(-56)^2=56) This is helpful46 ## Expert community at your ServiceLive experts 24/7Questions are frequently answered in as fast as 30 minutesPersonalized clean answersLearn moreChange from rectangle-shaped to cylindrical coordinates. (Let (rgeq0) and (0leq hetaleq2pi).)a) ((-2, 2, 2))b) ((-9,9sqrt3,6))c) usage cylindrical coordinates.Evaluate(intintint_ExdV)where E is enclosed by the airplane (z=0) and(z=x+y+10)and by the cylinders(x^2+y^2=16) and (x^2+y^2=36)d) usage cylindrical coordinates.Find the volume the the solid the is fastened by the cone(z=sqrtx^2+y^2)and the sphere(x^2+y^2+z^2=8). 1) uncover the area the the part of the plane(4x + 3y + z = 12)that lies in the first octant.2) use polar works with to discover the volume that the given solid.Bounded by the paraboloid (z = 5 + 2x^2 + 2y^2) and also the airplane z = 11 in the an initial octant Given (displaystyleu=quad extandquadv=), discover the magnitude of the vector and find the dot product. See more: Excess Capacity Def In Manufacturing, Excess Capacity Can Be Used To A ## 4476mountvernon.com recommendsAsk your very own question for free.Get a in-depth answer also on the hardest topics.Ask an professional for a step-by-step accuse to discover to perform it yourself.Ask Question |