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Input for $4\times1$ multiplexer is:

 

$I_0=\bar C\bar D+C\bar D=\bar D(C+\bar C)=\bar D$

$I_1=I_2=0$

$I_3=\bar C D+C D= D(C+\bar C)= D$

$\therefore F=\bar A\bar BI_0+\bar A BI_1+ A\bar BI_2+ A BI_3$

$F=\bar A\bar B\bar D+\bar A B.0+ A\bar B.0+ A BD$

$F=\bar A\bar B\bar D+ A BD$

Option $(D)$ is correct.

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