In a quardilateral ABCD the measure of the three angle A,B and C of the quardilateral are 110,70 and 80 respectively . Find the measure of fourth angle
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360-(110+70+80)=100 this is a simple question
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Hey mate !
Here is your answer....
The sum of the measures of the interior angles of a quadrilateral is 360°. Since three of the four angle measures are given, we can find the fourth angle measurement.
Angle ( A+B+C+D ) = 360 degree
110 degree + 70 degree + 80 degree + angle D = 360 degree
Angle D = 360 degree - (110 degree + 70 degree + 80 degree )
Angle D = 360 degree - 260 degree
=100 degree
Therefore , the measure of the fourth angle will be 100 degree.
Hope it helps u !!!
Here is your answer....
The sum of the measures of the interior angles of a quadrilateral is 360°. Since three of the four angle measures are given, we can find the fourth angle measurement.
Angle ( A+B+C+D ) = 360 degree
110 degree + 70 degree + 80 degree + angle D = 360 degree
Angle D = 360 degree - (110 degree + 70 degree + 80 degree )
Angle D = 360 degree - 260 degree
=100 degree
Therefore , the measure of the fourth angle will be 100 degree.
Hope it helps u !!!
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