35 years: Corporate banking
In the final part of the series, Paul supplements his previous videos by examining two loan requests to demonstrate how the Three Cs and PARTS work in practice.
In the final part of the series, Paul supplements his previous videos by examining two loan requests to demonstrate how the Three Cs and PARTS work in practice.
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12 mins 8 secs
Two examples are provided using the 3Cs and PARTS model to assess the creditworthiness of potential borrowers. These examples demonstrate how to use the lending frameworks in practice.
Key learning objectives:
Understand how to assess the creditworthiness of the potential borrowers using the 3Cs and PARTS frameworks
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Example 1: Car loan - Penelope Lane
Penelope is a new customer, aged 23, and has come in for an interview. She wishes to buy a car for £4000 over 2 years and £1,000 will be provided from savings, and her parents are going to pay the insurance of £750. She has a student loan of £15,000, and plans to start repaying that when the required earnings level kicks in. Her starting salary is £23,000 at a local Accountancy firm and she is living in rented accommodation.
So, Penelope has scored well in the three C’s analysis.
Penelope, despite being a new customer, has satisfied the PARTS criteria - so the loan can be agreed - subject to a satisfactory reference from her former bankers.
Example 2: Loan for a holiday - William Hunt
William, aged 33, is an existing customer. He has recently been involved in a work related accident for which he is due compensation - his solicitor has said the settlement could be as much as £20,000. He wishes to borrow £2,000 toward the cost of a £3,000 holiday, which he hopes to take in one months time. He proposes to pay the loan off once he gets the compensation he is due, but he has asked for a 6 month loan in case this takes longer to come through. The £1,000 contribution is being paid by his grandfather. His account has been trouble free, albeit low activity and a low current balance.
Edward has a mixed rating in the three Cs.
The PARTS analysis shows that this proposition does not stand up at all.
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