In the figure rectangle ABCD, what is the probability that a randomly chosen point that in ABCD lies inside the triangle ABE is

A square is inscribed in a circle.If p_(r) is the probability that a randomly chosen point inside the circle lies within the square and p, is the probability that the point lies outside the square,then

A square is incribed in a circle . If p_(1) is the probability that a randomly chosen point of the circle lies within the square and p_(2) is the probability that the point lies outside the square then

A square is incribed in a circle . If p_(1) is the probability that a randomly chosen point of the circle lies within the square and p_(2) is the probability that the point lies outside the square then

A point is chosen at random inside a rectangle measuring 6 inches by 5 inches. What is the probability that the randomly selected point is at least one inch from the edge of the rectangle?

In the figure, the area of rectangle ABCD is 45. what is the area of the square EFGH?

The triangles inside triangleABC , shown above, are formed by joining the midpoints of the sides and then repeating the process. If a point is chosen at random inside triangleABC ,what is the probability that the point lies in the shaded region ?

In the figure , ABCD is a rectangle . Find the values of x and y .