As shown in the figure, to build a lawn with equal radius at each of the three corners of the triangle square ABC, the radius of the fan should be 20 meters, and the total area of the lawn should be calculated. (π = 3.14)

As shown in the figure, to build a lawn with equal radius at each of the three corners of the triangle square ABC, the radius of the fan should be 20 meters, and the total area of the lawn should be calculated. (π = 3.14)


S Lawn = 180 π· 202360 = 200 π = 200 × 3.14 = 628 (M2)



In order to build a fan-shaped lawn with the same radius at the three corners of the triangle square ABC with an area of 1156 square meters, it is required that the lawn
In order to build a fan-shaped lawn with the same radius at the three corners of the triangle square ABC with an area of 1156 square meters, the total area of the lawn should be half of the area of the cursor, and the radius of each fan should be calculated


If the radius is r, then the total area of lawn is s = π R ^ 2 / 2 (∫ a + B + C = 180 ° and three fans with the same radius form a semicircle),
When s = π R ^ 2 / 2 = 1156 / 2, r = √ 1156 / π≈ 19.19



In a triangle lawn ABC, ∠ a = 150 °, ab = 20m, AC = 14m, what is the lawn area? (urgent)


S=(AB×ACsinA)/2
=(20×14sin150°)/2
=(20×14sin30°)/2
=(20×7)/2
=70m^2