Which angle makes a vertical pair with ∠38?
Vertical Angles Practice
(NEED ALL ANSWERS) thanks
The angle that makes a vertical pair with ∠38 is ∠142. This is because vertical angles are formed by two intersecting lines where the angles across from each other are equal. Therefore, if ∠38 makes a vertical pair with another angle, that other angle must also measure 38 degrees. Since the sum of the angles in any straight line is 180 degrees, we can subtract 38 from 180 to find the measure of the other angle:
180 - 38 = 142 degrees
Therefore, ∠38 and ∠142 form a pair of vertical angles.
really? 5 people saw this and nobody but a BOT answered? ( and the bot is incorrect. i checked)
fine. ill do it myself
AND FAIL
To find the angle that makes a vertical pair with ∠38, we need to understand what vertical angles are.
Vertical angles are a pair of non-adjacent angles formed by opposite intersecting lines. They have the same vertex and are congruent (meaning they have the same measure).
In this case, we are given ∠38. To find the angle that makes a vertical pair with ∠38, we need to look for another angle that has the same measure.
Since vertical angles are congruent, the angle that makes a vertical pair with ∠38 will also measure 38 degrees.
Therefore, the angle that makes a vertical pair with ∠38 is 38 degrees.