About 289
The circle's area is 22,698 km2
radical 85 cannot be simplified.
360 - 85 - 190 = 85 85 degrees is the third angle
The approximate area of the circle in question is 85 square meters. In order to figure this out, remember you need to break it down into figuring out the square root of the chord. You also need to figure out the area beneath an arc in the circle.
7,225 square inches or 50.17 square feet.
17X5=85 85"
I'm not sure what you mean by "total height". I guess you mean the perpendicular distance between two parallel opposite sides. Draw the two diagonals to the opposite vertices from one side; they meet at the centre of the octagon, creating an isosceles triangle with the side of the octagon. The perpendicular height from the centre to the side is height/2 The angle at the centre is 360°/8 = 45° (as there are 8 such triangles). The angle at each end of the octagon side is (180° - 45°)/2 = 62.5° Drop a perpendicular from the centre of the octagon to the side of the octagon in this triangle. This forms a right angle triangle with one side height octagon/2, side octagon/2 and hypotenuse largest diagonal/2 → Tan 62.5° = (height/2) / (side/2) = height/side → side = height/tan 62.5° = 85in/tan 62.5° ≈ 44.25 in
Yes
The area of Vivario is 85 square kilometers.
The area of Yepes is 85 square kilometers.
The area of Mazaleón is 85 square kilometers.
The area of Adásztevel is 85 square kilometers.
The area of Mesola is 85 square kilometers.
The area of Donggar is 85 square kilometers.
The area of Nerja is 85 square kilometers.
The area of Oliete is 85 square kilometers.
The area of Bisignano is 85 square kilometers.