AB, BC and CD are the three consecutive sides of a regular polygon. If angleBAC= 20 degree; find(i) each exterior angle of the polygon.(ii) each interior angle of the polygon(iii) number of sides of the polygon
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Int. = 90
Ext.=270
Four sides
Ext.=270
Four sides
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H e y a ! ! !
Here is your answer !
AB, BC and CD are the three consecutive sides of a regular polygon. If angleBAC= 20 degree....
FIND -:
<> each exterior angle of the polygon
90°
<> each interior angle of the polygon
270°
<> number of sides of the polygon
4 sides
#hope it helps !
Here is your answer !
AB, BC and CD are the three consecutive sides of a regular polygon. If angleBAC= 20 degree....
FIND -:
<> each exterior angle of the polygon
90°
<> each interior angle of the polygon
270°
<> number of sides of the polygon
4 sides
#hope it helps !
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