1.Use the diagram below to answer the following questions.Name all segments parallel to XTName all segments parallel to ZTName all segments parallel to VSName a plane parallel to plane STUName a plane parallel to plane UVXName all segments skew to SWName all segments skew to UT

1Use the diagram below to answer the following questionsName all segments parallel to XTName all segments parallel to ZTName all segments parallel to VSName a p class=


Answer :

Explanation

Step 1

a)label the lengths.

Step 2

a)Name all segments parallel to XT:

the segment XT is a vertical line, so all the vertical lines are parellel to XT(green lines)

[tex]\begin{gathered} ZV \\ WS \\ YU \end{gathered}[/tex]

b)Name all segments parallel to ZT(purple)

as we can see in the image, there is not parallel line to ZT

c)Name all segments parallel to VS

as we can see in the graph, the segment VS is parallel to segment ZW(Parallel Lines or parallel Segments are always the same distance apart)

d)Name a plane parallel to plane STU

as we can see in the graph, STU plane ( dark red)is a horizontal plane, so a parallel plane is horizontal too, Hence

[tex]\text{plane WYX}[/tex]

e)Name a plane parallel to plane UVX

as we can see in the graph, the plane UVX is diagonal, so it has not a parallel Plane

f)Name all segments skew to SW

skew lines are in differnet planes and never intersect,then

[tex]\begin{gathered} YX \\ UT \\ ZY \\ VU \end{gathered}[/tex]

G) finally,Name all segments skew to UT​

skew lines are in differnet planes and never intersect,then

[tex]\begin{gathered} WS \\ ZY \\ VS \\ ZW \end{gathered}[/tex]

I hope this helps you

View image OshaeX401524