what is the radius for a decagon when the perimeter was 50 units and what is the area of the of the circle?
We can find the area of the 1616-gon by taking 1616 times the base length bb (in other words, by taking the _____ of the 1616-gon) and multiplying by h2h2. The _________ of the 1616-gon is close to the area of the circle. Therefore, the value of hh is very close to the value of ________ .
A regular decagon is inscribed inside a circle. The circle has a radius of 66 units. What is the approximate measure of the apothem of the decagon (rounded to the nearest hundredth of a unit)? What is the approximate area of the decagon (rounded to the nearest whole square unit)?
