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Final Answer:
1) intersecting
2) parallel
3) intersecting
4) parallel
5) perpendicular
6) intersecting
7) parallel
8) intersecting
9) the same line (or coincident — but since not listed, likely *intersecting* or *same line*; however, based on diagram, CN and YG are both horizontal and distinct → parallel)
10) perpendicular

Wait — let’s carefully re-evaluate using the diagram logic (standard interpretation of such diagrams):

- Horizontal lines: CN (through C–N), DZ (through D–Z) → these are the two horizontal lines, so they are parallel.
- Vertical lines: FQ (F–Q), MW (M–W), YG (Y–G) → all vertical, so any two vertical lines are parallel to each other.
- Diagonal line: HT (H to T) — crosses all others.

Now go one by one:

1) FQ (vertical) and HT (diagonal) → cross at one point → intersecting
2) FQ (vertical) and YG (vertical) → both vertical, never meet → parallel
3) DZ (horizontal) and YG (vertical) → meet at right angle (square mark at G) → perpendicular
4) CN (horizontal) and HT (diagonal) → cross → intersecting
5) FQ (vertical) and MW (vertical) → both vertical → parallel
Wait — but the diagram shows right-angle marks at intersections of verticals with horizontals, not between verticals. So FQ and MW are both vertical and distinct → parallel
However, the problem says “Line FQ and Line MW” — yes, parallel.

But hold on: in the diagram, there are right-angle symbols at:
- C (between CN and FQ)
- D (between DZ and FQ)
- M (between CN and MW)
- Y (between CN and YG)
- G (between DZ and YG)

So verticals are FQ, MW, YG — all parallel. Horizontals are CN and DZ - parallel.

HT is diagonal crossing all.

Now correct answers:

1) FQ & HT → intersect → intersecting
2) FQ & YG → both vertical → parallel
3) DZ & YG → horizontal & vertical, right angle at G → perpendicular
4) CN & HT → intersect → intersecting
5) FQ & MW → both vertical → parallel
6) DZ & FQ → horizontal & vertical, right angle at D → perpendicular
7) CN & FQ → horizontal & vertical, right angle at C → perpendicular
8) YG & HT → intersect (HT crosses YG) → intersecting
9) CN & YG → horizontal & vertical, right angle at Y → perpendicular
10) HT & MW → intersect (HT crosses MW) → intersecting

Let me double-check #10: HT goes from H (on CN) down-right to T (on DZ), passing through MW — yes, it crosses MW at some point (not marked with square, so not perpendicular), just intersecting.

So final corrected list:

1) intersecting
2) parallel
3) perpendicular
4) intersecting
5) parallel
6) perpendicular
7) perpendicular
8) intersecting
9) perpendicular
10) intersecting

Yes — that matches standard interpretation.

Final Answer:
1) intersecting
2) parallel
3) perpendicular
4) intersecting
5) parallel
6) perpendicular
7) perpendicular
8) intersecting
9) perpendicular
10) intersecting