Lump Sum Payment means paying the applicable course fee in one complete payment instead of paying it through separate installments.
In the Course Fee practical, Excel can be used to calculate the amount payable when a student makes a lump-sum payment, including an applicable discount.
The provided notes specifically cover lump-sum payment with discount as part of the fee calculation practical.
A Lump Sum Payment is a single payment made for the complete applicable fee amount.
For example:
Total Course Fee = ₹22,000
Instead of:
1st Installment = ₹8,000
2nd Installment = ₹7,000
3rd Installment = ₹7,000
the student pays the applicable amount at once.
Lump Sum Payment
↓
Complete Payment
↓
One Payment Entry
One important concept in the provided notes is discount on lump-sum payment.
Suppose:
Total Course Fee = ₹22,000
Discount = ₹2,000
Then the amount payable after discount is:
₹22,000 − ₹2,000
↓
₹20,000
So the student pays:
₹20,000 as the lump-sum amount after discount.
A simple Excel structure can be:
| Particular | Amount |
|---|---|
| Total Course Fee | ₹22,000 |
| Lump Sum Discount | ₹2,000 |
| Final Payable Amount | ₹20,000 |
The discount is subtracted from the total fee.
Suppose:
B2 = Total Course Fee
B3 = Discount
The final lump-sum payable amount can be calculated using:
=B2-B3
B2 = ₹22,000
B3 = ₹2,000
=B2-B3
↓
₹20,000
Total Course Fee
↓
Lump Sum Payment
↓
Applicable Discount
↓
Subtract Discount
↓
Final Payable Amount
Total Fee − Discount
↓
Final Lump Sum Amount
Suppose the course fee consists of:
| Particular | Amount |
|---|---|
| Course Fee | ₹20,000 |
| Admission Fee | ₹1,000 |
| Prospectus Fee | ₹200 |
| Examination Fee | ₹800 |
=SUM(B2:B5)
Result:
₹22,000
Suppose discount = ₹2,000.
=B6-B7
Result:
₹20,000
Therefore:
Total Fee = ₹22,000
Lump Sum Discount = ₹2,000
Final Amount = ₹20,000
| Lump Sum Payment | Installment Payment |
|---|---|
| Complete applicable amount paid at once | Amount is paid in separate installments |
| One complete payment | Multiple payments |
| Can include a lump-sum discount where applicable | Payments are recorded separately |
| Final payable amount can be calculated directly | Total paid can be calculated using SUM() |
The provided notes cover both installment calculations and lump-sum payment with discount within the Course Fee practical.
Excel helps because:
=SUM(B2:B5)
=B6-B7
Final Lump Sum Amount
=
Total Fee − Discount
┌──────────────────────────────┐
│ COURSE FEE │
├──────────────────────────────┤
│ Course Fee │
│ Admission Fee │
│ Prospectus Fee │
│ Examination Fee │
└──────────────┬───────────────┘
↓
TOTAL FEE
↓
LUMP SUM PAYMENT
↓
APPLY DISCOUNT
↓
TOTAL FEE − DISCOUNT
↓
FINAL PAYABLE AMOUNT
Remember:
LUMP SUM
↓
ONE COMPLETE PAYMENT
↓
DISCOUNT (IF APPLICABLE)
↓
FINAL PAYABLE AMOUNT
=Total_Fee-Discount
Lump Sum Payment is a single complete payment of the applicable course fee, where an applicable lump-sum discount can be subtracted to calculate the final payable amount.
TOTAL FEE
↓
LUMP SUM PAYMENT
↓
LESS: DISCOUNT
↓
FINAL PAYABLE AMOUNT
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