SOLUTION: A circle of radius 5 has its center at the origin. Inside this
circle there is a first-quadrant circle of radius 2 that is
tangent to . The y-coordinate of the center of is 2. Fi
Algebra ->
Graphs
-> SOLUTION: A circle of radius 5 has its center at the origin. Inside this
circle there is a first-quadrant circle of radius 2 that is
tangent to . The y-coordinate of the center of is 2. Fi
Log On
Question 1195596: A circle of radius 5 has its center at the origin. Inside this
circle there is a first-quadrant circle of radius 2 that is
tangent to . The y-coordinate of the center of is 2. Find
the x-coordinate of the center of C2 Found 2 solutions by ikleyn, Alan3354:Answer by ikleyn(52781) (Show Source):
You can put this solution on YOUR website! .
A circle of radius 5 has its center at the origin. Inside this circle there is
a first-quadrant circle of radius 2 that is tangent to . The y-coordinate of the center of is 2.
Find the x-coordinate of the center of C2
~~~~~~~~~~~~~~~
In your post, the phrase
" Inside this circle there is a first-quadrant circle of radius 2 that is tangent to ."
is INCOMPLETE.
Due to this reason, the meaning of the post is unclear and the post CAN NOT be considered as a true valid Math problem.
