If the time period of a satellite \( T_{S} \) is different from that of earths rotation \( T_{E}...
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0If the time period of a satellite \( T_{S} \) is different from that of earths rotation \( T_{E} \) and the satellite is moving in the direction of
\( \mathrm{P} \) earths rotation, show that the time interval between two
W successive appearances of the satellite overhead is given by
\[
\frac{1}{T}=\frac{1}{T_{S}} \sim \frac{1}{T_{E}}
\]
What will happen to this time interval if \( T_{S}=T_{E} \)
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