Distance across a lake points A and B are on opposite sides of Lake Yankee. From a third point, C, the angle between the lines of sight A and B is 46.3 degrees. If AC is 350 m long and BC is 286 m long, find AB
Distance across a lake points A and B are on opposite sides of Lake Yankee. From a third point, C, the angle between the lines of sight A and B is 46.3 degrees. If AC is 350 m long and BC is 286 m long, find AB
but I will give you a hint $\displaystyle c^2=a^2+b^2-2abcos(\theta)$