for a system A$$B with regular solid and liquid solutions, brought about by

systematic changes in the values of $\backslash$alpha s and $\backslash$alpha l$.$ The melting temperatures of A and B are, respectively, $800$ and $1200$ K$,$ and the molar entropies of melting of both components are $10$ J$/$K$.($use matlab generate computer$-$generated drawings$)$

$($a$)$ plot the phase diagram when $\backslash$alpha s $=0($kj$/$mol$),\backslash$alpha l$=0($kj$/$mol$)$

$($b$)$ plot the phase diagram when $\backslash$alpha s$=15($kj$/$mol$),\backslash$alpha l$=0($kj$/$mol$)$Fill in the given values you have, and we'll solve for the missing variable.$a_c=\frac{v^2}{r}$

$a_c$	$=$	$\text{centripetal acceleration}$
$v$	$=$	$\text{velocity}$
$r$	$=$	$\text{radius}$