What is the measure of the fourth angle of a quadrilateral if the other three angles measure 70° , 90 °,120°?
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Answered by
6
Sum of all the angles of a quadrilateral is 360°
let the fourth angle be x
⇒ 70°+90°+120°+x=360°
⇒280°+x=360°
⇒x=360°-280°
⇒x=80°
⇒So the fourth angle is 80°
let the fourth angle be x
⇒ 70°+90°+120°+x=360°
⇒280°+x=360°
⇒x=360°-280°
⇒x=80°
⇒So the fourth angle is 80°
GeorgeDavidGokul:
fast answer dude
Answered by
2
Heya,
Let the 4th angle be x
Sum of the 4 angles of a quadrilateral = 360°------(1)
Given,
3 angle measures are 70° , 90 °,120°
So,
70+90+120+x = 360°(from 1)
280+x =360°
x = 80°
Therefore the 4th angle = 80°
Hope it helps u...........
Let the 4th angle be x
Sum of the 4 angles of a quadrilateral = 360°------(1)
Given,
3 angle measures are 70° , 90 °,120°
So,
70+90+120+x = 360°(from 1)
280+x =360°
x = 80°
Therefore the 4th angle = 80°
Hope it helps u...........
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