Đáp án:
chọn D
Giải thích các bước giải:
\(\begin{array}{l}
{F_{traidat}} = G\frac{{m.{M_{traidat}}}}{{{r_{traidat}}^2}}\\
{F_{mattrang}} = G\frac{{m{M_{mattrang}}}}{{{r_{mattrang}}^2}}\\
{F_{td}} = {F_{mattrang}}\\
\frac{{{M_{td}}}}{{{r_{td}}^2}} = \frac{{{M_{mattrang}}}}{{{r_{mattrang}}^2}}\\
\frac{{81{M_{mattrang}}}}{{{r_{traidat}}^2}} = \frac{{{M_{mattrang}}}}{{{r_{mattrang}}^2}}\\
{r_{traidat}} = 9{r_{mattrang}}\\
{r_{traidat}} + {r_{mattrang}} = 60R\\
{r_{traidat}} = 54R
\end{array}\)