For the given student loan, find the interest that accrues in a 30-day month, then find the total amount of interest that will accrue before regular payments begin, again using 30-day months. $8800 at 6.3% interest; student graduates 2 years and 7 months after loan is acquired; payments deferred for 6 months after graduation. Part: 0/2 Part 1 of 2 The interest that accrues in a 30-day month is $. Round to two decimal places, if necessary.

Essentials Of Investments
11th Edition
ISBN:9781260013924
Author:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.
Publisher:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.
Chapter1: Investments: Background And Issues
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**Student Loan Interest Calculation Guide**

*Objective:*

For the given student loan, find the interest that accrues in a 30-day month, then find the total amount of interest that will accrue before regular payments begin, all calculated using 30-day months.

---

**Details of the Loan:**

- Loan Amount: $8800
- Annual Interest Rate: 6.3%
- Student Graduates: 2 years and 7 months after the loan is acquired
- Payments Deferred For: 6 months after graduation

---

**Step-by-Step Calculation:**

1. **Calculate the Monthly Interest Accrual:**
   - Interest that accrues in a 30-day month is: $______. (Round to two decimal places, if necessary)

2. **Calculate the Total Interest Accrued Until Payments Begin:**
   - The total period till payments begin: 2 years + 7 months + 6 months = 3 years + 1 month
   - Using 30-day months, convert this period into months.

---

**Part 1 of 2:** 

*Task:* 
The interest that accrues in a 30-day month is $____. Round to two decimal places, if necessary.

---

By following these steps and calculations, you can determine both the monthly interest accrual and the total accrued interest before regular loan payments begin. Understanding these calculations is essential for managing student loan debt effectively.
Transcribed Image Text:**Student Loan Interest Calculation Guide** *Objective:* For the given student loan, find the interest that accrues in a 30-day month, then find the total amount of interest that will accrue before regular payments begin, all calculated using 30-day months. --- **Details of the Loan:** - Loan Amount: $8800 - Annual Interest Rate: 6.3% - Student Graduates: 2 years and 7 months after the loan is acquired - Payments Deferred For: 6 months after graduation --- **Step-by-Step Calculation:** 1. **Calculate the Monthly Interest Accrual:** - Interest that accrues in a 30-day month is: $______. (Round to two decimal places, if necessary) 2. **Calculate the Total Interest Accrued Until Payments Begin:** - The total period till payments begin: 2 years + 7 months + 6 months = 3 years + 1 month - Using 30-day months, convert this period into months. --- **Part 1 of 2:** *Task:* The interest that accrues in a 30-day month is $____. Round to two decimal places, if necessary. --- By following these steps and calculations, you can determine both the monthly interest accrual and the total accrued interest before regular loan payments begin. Understanding these calculations is essential for managing student loan debt effectively.
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