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Guest
Guest
Hi, I've tried these problems many many many times, I don't understand them.
1) Find all the points on a given line that fixed distance from a given circle if the fixed distance is less than the circle's radius.
2) Find all the points equidistant from two given points and at a given distance from a given circle.
First of all, the answer for both problems is Ø, 1, 2, 3, or 4 points. Here is a diagram of the answer:
Ok I am very confused.
How come in each answer, there is an extra circle inside? I understand that since the circle is given, it can be any size, but why not draw circle possibilities separetly or something? Also, why not draw more than two circles for each answer? why only 2?
I'm so confused. Please, I need the help. Thanks.
1) Find all the points on a given line that fixed distance from a given circle if the fixed distance is less than the circle's radius.
2) Find all the points equidistant from two given points and at a given distance from a given circle.
First of all, the answer for both problems is Ø, 1, 2, 3, or 4 points. Here is a diagram of the answer:

Ok I am very confused.
How come in each answer, there is an extra circle inside? I understand that since the circle is given, it can be any size, but why not draw circle possibilities separetly or something? Also, why not draw more than two circles for each answer? why only 2?
I'm so confused. Please, I need the help. Thanks.