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No of $1^{st}$ level $2:1$MUX $= \frac{2^{10}}{2} = 2^9$
No of $2^{nd}$ level $2:1$MUX $= \frac{2^9}{2} = 2^8$
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no of $10^{th}$ level $2:1$MUX $= \frac{2^1}{2} = 1$
sum of all, Number of  $2:1$MUX required $= 2^9 + 2^8 + ......... + 1 = 1023$

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