What is the maximum number of points of intersection of two different lines and three different circles in the same plane?
I keep on getting 18, but that is not one of the answer choices I am given.
A:9
B:13
C:19
D:22
E:25
suggestions?
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What is the maximum number of points of intersection of two different lines and three different circles in the same plane?
I keep on getting 18, but that is not one of the answer choices I am given.
A:9
B:13
C:19
D:22
E:25
suggestions?
Counting the intersection point of the two lines, I find 13.
Please show us how you get 18.
I understand now, how you are going about this problem. You are drawing a coordinate plane, with 3 concentric circles, all 3 intersecting with the X and Y axes correct?
Well, according to the answer key that I am given, the correct answer is 19.