The measurement of angle 1 is also 126°, since they are Vertical Angles with angle 3.
For the measurement of angle 2, let's first think of a circle that has 360°. Angle 1, 2, 3, and 4 can form a circle, so let's first add angle 3 and 1 = 252°. After that, 360 - 252 = 108. Then, divide 108 by 2 so you can fill angle 4 and 2, which will be 54° for each angle.
Angle 1 and 5 are Corresponding Angles, so 126°.
Angle 4 and 6 are Alternate Exterior Angles, so 54°.
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Verified answer
Answer:
∠1 = 126°
∠2 = 54°
∠4 = 54°
∠5 = 126°
∠6 = 54°
Helloo,
The measurement of angle 1 is also 126°, since they are Vertical Angles with angle 3.
For the measurement of angle 2, let's first think of a circle that has 360°. Angle 1, 2, 3, and 4 can form a circle, so let's first add angle 3 and 1 = 252°. After that, 360 - 252 = 108. Then, divide 108 by 2 so you can fill angle 4 and 2, which will be 54° for each angle.
Angle 1 and 5 are Corresponding Angles, so 126°.
Angle 4 and 6 are Alternate Exterior Angles, so 54°.
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