three angles of a quadrilateral are 54° 80 degrees and 116 degrees find the measure of fourth angle
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sum of all the angles of a quadrilateral is 360°.
fourth angle = 360-(54+80+116)
=360-250
=110°
fourth angle = 360-(54+80+116)
=360-250
=110°
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Answered by
1
We have,
angles of the quadrilateral = 54 ° , 80° , 116°
Let required angle = x °
since, sum of all angels of the quadrilateral = 360 °
means,
x ° +54 + 80 + 116 = 360
=> x ° = 360 - ( 54 +80 + 116)
=> x ° = 360 - 250
=> x ° = 110 °
angles of the quadrilateral = 54 ° , 80° , 116°
Let required angle = x °
since, sum of all angels of the quadrilateral = 360 °
means,
x ° +54 + 80 + 116 = 360
=> x ° = 360 - ( 54 +80 + 116)
=> x ° = 360 - 250
=> x ° = 110 °
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