Question

Which of the following describes possible methods that can be used to construct a triangle given the lengths of two sides and the measure of a nonincluded angle? Select all that apply.
1. Construct one side with a given length. Use this side to form an angle with the given measure, then construct the opposite side with the given length.
2. Construct one side with the given length. Use this side to form an angle with the measure, then extend the other side of the angle until it has the same measure as the other given length and construct the opposite side of the angle.
3. Construct an angle with the given measure. Extend each side with the angle until these sides have the same measures as the given lengths and construct the side opposite of the angle.
4. Construct a nagle with the given measure. Extend one side of the angle until it has the same measure as one of the given lengths and draws the side opposite the angle with the given length.
5. Construct an angle with the given measure. Extend one side of the angle until it has the same measure as one of the given lengths. At the end of the extended side length, construct a side with a 90-degree angle that has the same length as the other given length. Then extend the other side with the included angle until it forms a triangle.