Triangle P is similar to triangle Q. Triangle P has two angles with measures of 41°and 82°. Which two angle measures could be included in triangle Q?
3 answers
Triangle Q could have two angles with measures of 41° and 82°, as they are corresponding angles in similar triangles.
Triangle P is similar to triangle Q. Triangle P has two angles with measures of 41°and 82°. Which two angle measures could be included in triangle Q?
41 and 58
82 and 98
41 and 74
82 and 57
41 and 58
82 and 98
41 and 74
82 and 57
41 and 58
The third angle in triangle P can be calculated by subtracting the sum of the two given angles from 180°.
Therefore, the third angle in triangle P is 180° - 41° - 82° = 57°.
Since corresponding angles between similar triangles are equal, the third angle in triangle Q must also be 57°.
Therefore, the possible angle measures in triangle Q are 41°, 58°, and 57°.
The third angle in triangle P can be calculated by subtracting the sum of the two given angles from 180°.
Therefore, the third angle in triangle P is 180° - 41° - 82° = 57°.
Since corresponding angles between similar triangles are equal, the third angle in triangle Q must also be 57°.
Therefore, the possible angle measures in triangle Q are 41°, 58°, and 57°.
1 answer