Based on the table of regression coefficients below, for every unit increase in satisfaction,

Coefficients ${?}^3$

$\backslash$table$[[$Mode$,,$Unstandardized Coefficients,$\backslash$table$[[$Standardized$],[$Coefficients$],[$Beta$]],t,$Sig.$],[,B,$Std$.$ Error$],[1,($Constant$),\mathrm{.}502,\mathrm{.}187,,2\mathrm{.}685,\mathrm{.}008],[,$X$22-$ Satisfaction,$\mathrm{.}123,\mathrm{.}038,\mathrm{.}186,3\mathrm{.}225,\mathrm{.}001],[,$X$15-$Fresh Food,$\mathrm{.}088,\mathrm{.}036,\mathrm{.}142,2\mathrm{.}472,\mathrm{.}014]]$

a$.$ Dependent Variable: X$27--$ Food Quality

Food quality ratings will increase by $\mathrm{.}502.$

Food quality ratings will increase by $\mathrm{.}123.$

Fresh food will increase by $088$

Food quality ratings will increase by $1.$

Fresh food will decrease by $\mathrm{.}088$