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as we know that
The sum of measures of all angles of a hexagon is 720
Let each equal angle be x
So by the condition given in your question we get equation
x + x + x + x + 120 + 160 = 720
4x + 280 = 720
4x = 720 - 280
4x = 440
x = 110
so measure of each equal angle is 110
The sum of measures of all angles of a hexagon is 720
Let each equal angle be x
So by the condition given in your question we get equation
x + x + x + x + 120 + 160 = 720
4x + 280 = 720
4x = 720 - 280
4x = 440
x = 110
so measure of each equal angle is 110
Thatsomeone:
thanks for selecting my answers as brainliest
Answered by
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hii!!
here's ur answer...
we know that the sum of angles in hexagon is 720°.
given one of them is 120° and one is 160°
let the remaining equal 4 angles be 4x.
120+160+4x=720°
280°+4x=720°
4x=720-270
4x=440
x=440/4
x=110°
hence, the angle of equal each angle is 110°.
verification:-
=110+110+110+110+120+160
=720°
hence verified
hope this helps...
here's ur answer...
we know that the sum of angles in hexagon is 720°.
given one of them is 120° and one is 160°
let the remaining equal 4 angles be 4x.
120+160+4x=720°
280°+4x=720°
4x=720-270
4x=440
x=440/4
x=110°
hence, the angle of equal each angle is 110°.
verification:-
=110+110+110+110+120+160
=720°
hence verified
hope this helps...
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