The two circles are tangent in the inner way. the radius of the first circle
| July 22, 2021 | education
The two circles are tangent in the inner way. the radius of the first circle is 6mm, and the second is 8mm. find the distance between their centers.
The number of millimeters equal to the distance between the centers of the two circles will be designated by the conditional variable “Y”.
Since the circles touch externally, the distance between their centers will be equal to their radii.
Accordingly, we will make the following equation: Y = 6 + 8.
As a result of solving the obtained equation, we will have Y equal to 14 millimeters.
Answer: between the centers of the circles 14 millimeters.
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