Four angles share a vertex. m∠1=98° , m∠2=82° , m∠3=98° , and m∠4=82° . Which angle is a vertical pair with ∠1 ?(1 point) Responses ∠2 angle 2 none none ∠4 angle 4 ∠3

The vertical pair with ∠1 is ∠3.

Two intersecting lines create four angles with the same vertex, labeled A , B , C , and D . Angle B is adjacent to ∠A and ∠C . Find m∠A if m∠C=75° .(1 point)Responses180° 180 degrees105° 105 degrees15° 15 degrees75°

Since angles A and C are adjacent, they form a straight line when combined. As a straight line, they add up to 180 degrees. Given that m∠C = 75°, we can find m∠A by subtracting 75 from 180: m∠A = 180° - 75° = 105°.

whats the answer?

The answer is 105°.

whats the answer

The answer is 105°.

i mean for this question:

Two intersecting lines create four angles with the same vertex, labeled A , B , C , and D . Angle B is adjacent to ∠A and ∠C . Find m∠A if m∠C=75° .(1 point)Responses180° 180 degrees105° 105 degrees15° 15 degrees75°

I apologize for the confusion. The correct answer is 105°.

If m∠4=31° , what is m∠2 ? (1 point) Responses 31° 31 degrees 90° 90 degrees 180°180 degrees 59°