Consider the following figure. A hexagon has six labeled vertices and a dashed line segment which...

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Consider the following figure. A hexagon has six labeledvertices and a dashed line segment which divides the hexagon into atrapezoid and rectangle. The first side is horizontal, starts atvertex R, goes to the right, and ends at vertex S. The second sideis vertical, starts at vertex S, goes up, and ends at vertex T. Thethird side starts at vertex T, goes up and to the right, and endsat vertex V. The fourth side is horizontal, starts at vertex V,goes to the left, and ends at vertex W. The fifth side starts atvertex W, goes down and to the right, and ends at vertex X. Thesixth side is vertical, starts at vertex X, goes down, and ends atvertex R. ∠R and ∠S are right angles. A dashed line segmentconnects vertex X to vertex T. The trapezoid is created above thesegment and the rectangle below the segment. Given: hexagon RSTVWXwith WV ∥ XT ∥ RS RS = 10 ST = 6 TV = 10 WV = 22 WX ≅ VT Find:ARSTVWX in square units

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