Let x be the number of rounds of baking. Jessica's baking pan holds 12 muffins. Total 50 muffins is to be made. Hence, we can write,
![\begin{gathered} 12x=50 \\ x=(50)/(12)=(25)/(6)=4(1)/(6) \end{gathered}](https://img.qammunity.org/2023/formulas/mathematics/college/kh6e3wpqts0aawpsugobk0qsinloqoqnlt.png)
So, we obtained that x is equal to 4 1/6. The number of rounds cannot be a fraction. Here, the number of rounds is equal to the sum of 4 and a fraction 1/6. So, we can say that 5 rounds is needed to make 50 muffins.