Let \( G \) be a circle of radius \( R0 \). Let \( G_{1}, G_{2}, \ldots, G_{n} \) be n circles o... VIDEO
Let \( G \) be a circle of radius \( R0 \). Let \( G_{1}, G_{2}, \ldots, G_{n} \) be n circles of equal radius \( r0 \). Suppose each of the \( n \) circles \( G_{1}, G_{2} \), \( \ldots, G_{n} \) touches the circle \( G \) externally. Also, for \( i=1,2, \ldots \), \( n-1 \), the circle \( G_{i} \) touches \( G_{i+1} \) externally, and \( G_{n} \) touches \( G_{1} \) externally. Then, which of the following statements is/ - are TRUE?https://bit.ly/YTAI_PWAP https://www.pw.live
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