Find the measure of each angle of a parallelogram, if larger angle is 30c less than twicethe smaller angle.
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Answered by
3
The equation satisfies is x = 2y - 30
x = larger angle
y = smaller angle
x + 2y - 30° = 180°
2y - 30° + 2y - 30° = 180°
4y = (180 + 60)°
y = 60°
x = 2(60°) - 30°
x = 90°
-WonderGirl
x = larger angle
y = smaller angle
x + 2y - 30° = 180°
2y - 30° + 2y - 30° = 180°
4y = (180 + 60)°
y = 60°
x = 2(60°) - 30°
x = 90°
-WonderGirl
Answered by
2
the equation formed=2y-30
y=larger angle
x=smalller angle
x+2y-30°=180°
2y-30°+2y-30°=180°
4y-60°=180°
4y=180+60°
y=60°
x=2*60-30
x=90°
y=larger angle
x=smalller angle
x+2y-30°=180°
2y-30°+2y-30°=180°
4y-60°=180°
4y=180+60°
y=60°
x=2*60-30
x=90°
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