Given a 2019-sided red regular polygonal shape with side length 1, if each side also forms the side of a blue square shape located outside the red shape, what is the perimeter of the resulting redand-blue shape?
+37146 There will be 2019 blue squares with 1 inch sides.....3 of which are outside of the red
2019 * 3 = 6057 units
See example below with six sided hexagon 6 squares with 3 sides each contributing to the perimeter total :
+373 Hey there, Guest!
So let's say that the perimeter is named "P" of the resulting red and blue shape is p = NL where N (= number of sides) = 2019 and L (= length) of side = 1 unit.
So, P = NL = 2019 × 1 = 2019 units
Hope this helped! :)
( ﾟдﾟ)つ Bye
+37146 There will be 2019 blue squares with 1 inch sides.....3 of which are outside of the red
2019 * 3 = 6057 units
See example below with six sided hexagon 6 squares with 3 sides each contributing to the perimeter total :
