Let $h=$ "John is healthy," $w=$ "John is wealthy," and $s=$ "John is wise."

Select the symbolic form for each of the following statements.

$($a$)$ John is healthy and wealthy but not wise.

$(h^{{?}^{?}}w{)}^{{?}^{?}}s$

$(h^{{?}^{?}}w)vvs$

$hvv{w}^{{?}^{?}}s$

$(hvvw)vvs$

$(hvvw{)}^{{?}^{?}}s$

$($b$)$ John is not wealthy, but he is healthy and wise.

$wvv(hvvs)$

$w^{{?}^{?}}hvvs$

$wvv(h^{{?}^{?}}s)$

$w^{{?}^{?}}(h^{{?}^{?}}s)$

$w^{{?}^{?}}(hvvs)$

$($c$)$ John is neither healthy, wealthy, nor wise.

$w^{{?}^{?}}{h}^{{?}^{?}}s$

$wvvhvvs$

$w^{{?}^{?}}hvvs$

$wvv{h}^{{?}^{?}}s$

$(w^{{?}^{?}}h{)}^{{?}^{?}}s$

$($d$)$ John is neither wealthy nor wise, but he is healthy.

$(w^{{?}^{?}}s)vvh$

$(w^{{?}^{?}}s{)}^{{?}^{?}}h$

$(wvvs)vvh$

$wvv{s}^{{?}^{?}}h$

$(wvvs{)}^{{?}^{?}}h$

$($e$)$ John is wealthy, but he is not both healthy and wise.

$wvv(h^{{?}^{?}}s)$

$w^{{?}^{?}}(h^{{?}^{?}}s)$

$wvv(hvvs)$

$w^{{?}^{?}}(hvvs)$

$w^{{?}^{?}}{h}^{{?}^{?}}s$