SOLUTION: In a larger shaded circle, there are two smaller circles. The large circle has a diameter of AB. The smaller circles both have their centres on AB, with C as the point where the sm

Algebra ->  Circles -> SOLUTION: In a larger shaded circle, there are two smaller circles. The large circle has a diameter of AB. The smaller circles both have their centres on AB, with C as the point where the sm      Log On


   



Question 1100550: In a larger shaded circle, there are two smaller circles. The large circle has a diameter of AB. The smaller circles both have their centres on AB, with C as the point where the smaller circles touch. Both are tangent to each other and to the larger circle. If AC is 2/3 the length of AB, what fraction of the diagram is shaded?
Answer by ikleyn(52781) About Me  (Show Source):
You can put this solution on YOUR website!
.
Hey,
to solve this problem, one must know WHICH part is shaded.

YOU FAILED TO PROVIDE THIS INFO.