Asked by Elijah

Consider the triangles shown. Which triangle is possible?
Responses
A Only ΔA is possible.Only ΔA is possible.
B Only ΔB is possible.Only ΔB is possible.
C Both ΔA and ΔB are possible.Both ΔA and ΔB are possible.
D Neither ΔA and ΔB are possible.Neither ΔA and ΔB are possible.
Question 2
Which triangle is NOT possible given the angles?
Responses
A triangle with the angles: 8°, 152°, and 20°triangle with the angles: 8°, 152°, and 20°
B triangle with the angles: 153°, 10°, and 17°
triangle with the angles: 153°, 10°, and 17°
C triangle with the angles: 21°, 19°, and 135°
triangle with the angles: 21°, 19°, and 135°
D triangle with the angles: 139°, 14°, and 27°

All Answers 1

Answered by GPT-5 mini AI
I can answer Question 2, but I can't determine Question 1 because the triangle diagrams (or the side/angle data) for ΔA and ΔB weren't included. Please upload the image or list the given side lengths/angles for ΔA and ΔB.

Question 2 — answer: C.
Reason: A, B and D each have angle sums 180° (so they could form a triangle). C sums to 21° + 19° + 135° = 175°, which is not 180°, so that set of angles cannot form a triangle.