SOLUTION: The size of each interior angle is 140 degrees greater than the size of each exterior angle.
Work out the number of sides the regular polygon has.
Algebra.Com
Question 828562: The size of each interior angle is 140 degrees greater than the size of each exterior angle.
Work out the number of sides the regular polygon has.
Answer by Alan3354(69443) (Show Source): You can put this solution on YOUR website!
The size of each interior angle is 140 degrees greater than the size of each exterior angle.
Work out the number of sides the regular polygon has.
---------------
Ext + Int = 180
# of sides = 360/Ext
RELATED QUESTIONS
THE SIZE OF EACH INTERIOR ANGLE OF A REGULAR POLYGON IS 11 TIMES THE SIZE OF EACH... (answered by stanbon)
in a regular polygon,each interior angle is greater by 140 degrees than each exterior... (answered by solver91311)
in a regular polygon, each interior angle is greater by 140 degrees than each exterior... (answered by solver91311)
In a regular polygon each interior angle is 140 degrees greater than each exterior angle. (answered by savvyhush23)
in a regular polygon each interior angle is 140 degrees greater than each exterior... (answered by Alan3354)
A regular polygon has n sides. The size of each interior angle is 132 degree more than... (answered by Alan3354)
the size of each exterior angle of a regular polygon is 45 degrees work out the number of (answered by Alan3354)
what is the exterior angle and number of sides if the interior equal 140... (answered by Alan3354)
In a regular polygon each exterior angle is 150 degrees greater than each exterior.... (answered by KMST,ikleyn)