Rosa invests $$$$36003600$ in an account with an APR of $22\%$ and annual compounding. Julian invests $$$$31003100$ in an account with an APR of $33\%$ and annual compounding. Complete parts a through c$.$ Question content area bottom Part $1$ a$.$ Compute the balance in each account after $5$ and $20$ years. After $5$ years Rosa will have a balance of approximately $$$enter your response here. After $20$ years Rosa will have a balance of approximately $$$enter your response here. $($Round to the nearest cent as$$ needed.$)$ Part $2$ After $5$ years Julian will have a balance of approximately $$$enter your response here. After $20$ years Julian will have a balance of approximately $$$enter your response here. $($Round to the nearest cent as$$ needed.$)$ Part $3$ b$.$ Determine, for each account and for $5$ and $20$ years, the percentage of balance that is interest. After $5$ years approximately enter your response here$\%$ of$$ Rosa's balance is interest. After $20$ years approximately enter your response here$\%$ of$$ Rosa's balance is interest. $($Round to the nearest percent as$$ needed.$)$ Part $4$ After $5$ years approximately enter your response here$\%$ of$$ Julian's balance is interest. After $20$ years approximately enter your response here$\%$ of$$ Julian's balance is interest. $($Round to the nearest percent as$$ needed.$)$ Part $5$ c$.$ Comment on the effect of interest rates and patience. Choose the correct answer below. A$.$ A lower initial principal with a higher APR over a long enough time period can result in a higher balance than a higher initial principal with a lower APR. B$.$ The percent of the balance that is interest is the same after $5$ years and after $20$ years. C$.$ A lower initial principal with a higher APR will always have a lower balance than a higher initial principal with a lower APR.