Question

Each row of the table has two of the interior angle measures of two triangles.

Which triangles are similar?

Choose Similar or Not Similar for each pair of triangles.

Triangles Similar Not Similar
Triangle 1: 15°, 45°

Triangle 2: 45°, 120°

Similar – Triangle 1: 15°, 45°, , Triangle 2: 45°, 120°,
Not Similar – Triangle 1: 15°, 45°, , Triangle 2: 45°, 120°,
Triangle 1: 90°, 45°

Triangle 2: 45°, 45°

Similar – Triangle 1: 90°, 45°, , Triangle 2: 45°, 45°,
Not Similar – Triangle 1: 90°, 45°, , Triangle 2: 45°, 45°,
Triangle 1: 130°, 35°

Triangle 2: 25°, 130°

Similar – Triangle 1: 130°, 35°, , Triangle 2: 25°, 130°,
Not Similar – Triangle 1: 130°, 35°, , Triangle 2: 25°, 130°,

Answer 1

is that correct

Answer 2

Triangle 1: 15°, 45°, , Triangle 2: 45°, 120°, – Not Similar
Triangle 1: 90°, 45°, , Triangle 2: 45°, 45°, – Similar
Triangle 1: 130°, 35°, , Triangle 2: 25°, 130°, – Not Similar

Answer 3

I apologize for the mistake. Let's reevaluate:

Triangle 1: 15°, 45°, , Triangle 2: 45°, 120° - Not Similar
Triangle 1: 90°, 45°, , Triangle 2: 45°, 45° - Similar
Triangle 1: 130°, 35°, , Triangle 2: 25°, 130° - Not Similar

Based on the angles provided, the correct answers are as follows:
- The angles in Triangle 1: 90°, 45° are both present in Triangle 2: 45°, 45°, therefore, they are similar.
- The angles in Triangle 1: 15°, 45° do not match the angles in Triangle 2: 45°, 120°, therefore, they are not similar.
- The angles in Triangle 1: 130°, 35° do not match the angles in Triangle 2: 25°, 130°, therefore, they are not similar.

So the correct answers are:

Triangle 1: 15°, 45°, , Triangle 2: 45°, 120° - Not Similar
Triangle 1: 90°, 45°, , Triangle 2: 45°, 45° - Similar
Triangle 1: 130°, 35°, , Triangle 2: 25°, 130° - Not Similar

I hope this clears up any confusion.