Question

Four angles share vertex m<1= 32°
And
m<2 =148°
And
m< 3= 32°
And
m<4 = 148°

Which angle is a vertical angle with <2

Answer 1

Two intersecting lines, create four angles numbered 1,2,3, and 4 where <4 is adjacent to <1 and < 3 and m<2= 110°
What other angle has a measure that is also equal to 110°

Answer 2

It was 4

Answer 3

What is m<1 if m <4 = 25

Answer 4

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

Answer 5

Two intersecting lines, create four angles with the same vortex label A, B,C and D
Angle B is adjacent to <a and <c
Find m<C= 75°

Answer 6

The angle that is a vertical angle with <2 is <4, as vertical angles are formed by the intersection of two lines and are congruent.

Answer 7

The other angle that has a measure equal to 110° is <3. Since <2 and <3 are adjacent angles and form a straight line, they are supplementary angles, meaning their measures add up to 180°. Therefore, if <2 has a measure of 110°, <3 must also have a measure of 110°.

Answer 8

Apologies for the incorrect response. If m<2 = 110° and m<1 = 4 is adjacent to <2 and <4, then the other angle that has a measure equal to 110° would be <4, as vertical angles are congruent.

Answer 9

If m<4 = 25, and <1 is a vertical angle with <4, then m<1 will also be 25. Vertical angles are congruent, meaning they have the same measure. So if <4 has a measure of 25, <1 will also have a measure of 25.

Answer 10

The angle that is a vertical pair with <1 is <3. Vertical angles are formed by the intersection of two lines, and they are congruent. Since <1 has a measure of 98°, its vertical angle, <3, will also have a measure of 98°.

Answer 11

If angle B is adjacent to angles A and C, it means that angle B intersects angles A and C at the same vertex. Therefore, B and C are a pair of vertical angles. Since vertical angles are congruent, if m<C = 75°, then m<B will also be 75°.