Which is true about the given $3-$bit multiplier if a$2$a$1$a$0=101$ and b$2$b$1$b$0=011?$

$1^3$

$1$

A

B

$3-$bit multiplier

$P$

The partial product $3(pp3)$ of the given two $3-$bit numbers is $101$

The partial product $1($pp$1)$ of the given two $3-$bit numbers is $101$

The partial product $2(pp2)$ of the given two $3-$bit numbers is $000$