Given two numbers X and Y $=13\mathrm{.}103+$ y$2.10?+31.10+$ yo$,$ the product P $=$ yo$.$ X canbe expressed as P $=$ vo$.$ X$.10\backslash$deg $+41.$X$.101+$ y$2.$ X$.102+3.$ X$\mathrm{.}103$Which of the following algorithms compute P$?$ Mark all that apply.A $<=0$; B $<=$ X;for i in $0$ to $3$ loopA $<=$ A $+$ y$($i$)*$B;B $<=$ B$*10$;end loop;P $<=$ A;OrP $<=0$; A $<=$ X;for i in $0$ to $2$ loopP $<=$ P $+$ y$($i$)*$A;A $<=$ A$*10$;end loop;P $<=$ P $+(3)*$A;OrA $<=$ X;for i in $0$ to $2$ loopP $<=$ P $+$ y$($i$)*$A;A $<=$ A$*10$;end loop;P $<=$ P $+$ y $(3)*$A;