BC = 35.1

XZ = 64.8

XC = 32.4

Angle BCZ =42^{0}

Angle BAX = 138^{0} (180^{0}- 42^{0})

Angle YXZ = 42^{0}

V= (-1,-1)

W= (6,1)

VW = sqrt((-1-6)^{2}+(-1-1)^{2}) = sqrt(49+4) =sqrt(53)

GJ = sqrt((-4-10)^{2}+(-7+3)^{2})=sqrt( 196+16) =sqrt(212) = 2*sqrt(53)

VW = 1/2 GJ

Slope of VW = (1-(-1))/(6-(-1)) =2/7

Slope of GJ = (-3-(-7))/(10-(-4))= 4/14 =2/7

VW is parallel to GJ

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