Answer: -110° and -470°
Step-by-step explanation:
Co-terminal angles are those angles who share the same initial side and terminal sides.
These angles are obtained by adding or subtraction 360° in the angle.
That is, If Ф is an angles,
Then its co-terminal angle is,
Ф + 360° n
Where n is an integer.( Negative or positive )
Here, Ф = 250°
Thus, For finding the first two angles with negative measure,
We must put n = -1 and n = -2 in the above equation.
Hence, the required angles are,
(250° + 360° × - 1 ) and (250° + 360°×-2)
= (250° - 360°) and (250°-720°)
= -110° and -470°
The first two angles with a negative measure that are coterminal with an angle measuring 250° are -110 and -470 degrees
Co-terminal angles are those angles that share the same initial side and terminal sides.
The first two angles with negative measures will be expressed as:
Ф₁ = 250 - 360
Ф₁ = -110 degrees
For the second negativ angle:
Ф₂ = (250°-720°)
Ф₂ = -470 degrees
Hence the first two angles with a negative measure that are coterminal with an angle measuring 250° are -110 and -470 degrees
Learn more on coterminal angles here: https://brainly.com/question/19891743
