91影视

Let, $c$be the number of ounces of cheddar cheese and $p$be the number of ounces of parmesan cheese.

Jocelyn desires to have at least $35$more grams of protein each day. An ounce of cheddar cheese has $7$grams of protein and parmesan cheese has $11$grams of protein. So, the inequality is: $7c+11p鈮�35$.

Jocelyn needs no more than an additional $200$calories daily. An ounce of cheddar cheese has $110$calories. An ounce of parmesan cheese has $22$calories. So, the inequality is: localid="1653360883294" $110c+22p鈮�200$.

Therefore, the system of inequalities is: localid="1653360886935" $\left\{\begin{array}{l}7c+11p鈮�35\\ 110c+22p鈮�200\end{array}\right.$

Below is the graph of the system of inequalities: $\left\{\begin{array}{l}7c+11p鈮�35\\ 110c+22p鈮�200\end{array}\right.$

As the point $(1,3)$is in the double shaded region of the graph, so, Jocelyn can eat $1$ounce of cheddar cheese and $3$ounces of parmesan cheese.

As the point $(2,1)$is not in the double shaded region of the graph, so, Jocelyn cannot eat $2$ounces of cheddar cheese and ounce of parmesan cheese.