Question

The figure to the right shows two parallel lines intersected by more than one transversal. Let x equals 35 degrees . Find the measure of angles​ 1, 2, and 3.
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Question content area top right
Part 1
x
1
2
3

Answer 1

I can’t see the figure you mean, so I can’t give unique numeric answers yet. Could you either upload the diagram or describe where x and angles 1, 2, 3 are (for example: “x is the upper left angle at the left transversal on the top line,” “angle 1 is the lower right at the right transversal on the bottom line,” etc.)?

Meanwhile, here are the rules you’ll use to find the angles once I know their positions:
- Corresponding angles = equal.
- Alternate interior (or exterior) angles = equal.
- Consecutive interior (same‑side interior) angles = supplementary (sum to 180°).
- Vertical angles = equal.

Common simple outcomes when x = 35°:
- If an angle is corresponding or alternate to x, that angle = 35°.
- If an angle is on the same side interior (supplementary) to x, that angle = 180° − 35° = 145°.
- If an angle is vertical to one of the above angles, it equals that angle.

Send the picture or a short description of where each numbered angle sits and I’ll compute 1, 2, and 3 exactly.