I need help to find the justification for this problem!

The tangents that exists between the two given circles are not common tangents because they are not of the same size or circumference.
A tangent can be defined as the plane line that touches a curved surface such as a circle but doesn't pass through the circle.
From the diagram given, the two circles are not of the same size, that is, they have different circumstances. This means that the point where the line meets the both circles are not the same.
Therefore, the tangents that exists between the two given circles are not common tangents.
Learn more about tangents here:
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