Question 1: Triangle ABC in the figure below is inscribed in circle C of center O. Suppose D is the midpoint of segment AC and E is the midpoint of segment BC. What is the area of the circle if the segment OD measures 3 cm? 44.1 cm^{2} 62.8 cm^{2} 89.2 cm^{2} 113.1 cm^{2} Question 2: Two diameters of a circle create ∠AOB of 45^{o} between them. What is the length of arc AB if the radius of the circle is 16? 3π 6π 5π 4π Question 3: If side a of triangle ABO is tangent to the circle of center O, what is the value of the side b in mm? Side a of the ABO triangle is 40mm and the radius of the circle is 30mm. 30mm 40mm 50mm 60mm Question 4: Calculate the ratio between the area of circle C of center O and the area of the square ABCD in the figure below: π 2π 3 4 Question 5: A circle of radius r and center O is inscribed in a right isosceles triangle ABC. Calculate the relation between the cathetus AB and the radius of the circle. Question 6: Two congruent circles with the centers in A and C intersect each other in points B and D. The geometric figure ABCD is a: square rhombus rectangle parallelogram Press the Submit button to see the results.