3.2 Borrowing, Credit, and Debt
Why consumers borrow, how lenders judge creditworthiness, and strategies to manage debt.
Why consumers borrow
Consumers borrow when what they want costs more than current income plus accumulated savings will cover. The standard examples are large: a car, a house, college tuition. The same logic runs at small scale whenever a purchase arrives before the savings do. Borrowing also happens for three softer reasons: an emergency has to be covered, a household would rather buy something than drain its savings, or the credit is simply convenient, because one tap settles a checkout.
Every version carries the same consequence. Borrowing creates a personal liability, which is debt, and the borrower repays with interest. What that interest costs depends on four things: which lender is involved, what kind of loan it is, how large the balance is, and what the borrower's credit history shows. Those four inputs are why two people can borrow the same $260 and pay very different totals.
One split sorts every loan in the topic. A secured loan is backed by collateral, an asset the lender can take if payments stop, which is why car loans and mortgages price below other borrowing. An unsecured loan has nothing behind it except a promise to repay, and that missing asset is why credit cards and general consumer loans are priced above the secured kind.
Who lends, and at what price
Lenders line up by price, and the ordering is not arbitrary. Commercial banks and credit unions are usually the cheapest and always the pickiest, and their loan money is literally the deposits savers place with them. That is the quiet link between this topic and the last one: savers fund borrowers, and one institution runs both sides.
- Banks and credit unions: lowest rates, strictest standards, funded by deposits.
- Credit card companies and retail store cards: unsecured lending, priced accordingly.
- Mortgage and auto lenders: cheaper than cards because property secures the loan.
- Alternative financial services: payday storefronts, check cashing, and instant tax refund advances, the most expensive row of all.
The last row is expensive for a structural reason rather than a moral one. Its customers are the applicants every other row rejected, and because price tracks risk, a lender absorbing the most defaults has to charge the most in order to survive them. Understanding that mechanism is what lets a student predict, rather than memorize, which lender in a question is the costly one.
Pricing the offers before committing
Three financing paths for the same purchase produce three different totals, and running all three before deciding is the skill the topic is built on. A cash purchase costs the sticker price and nothing else. A pay-in-four plan splits the same price into four payments two weeks apart, charges no interest when every payment lands on time, and adds a late fee for each one that does not. The split rearranges the schedule and leaves the price alone, and the balance becomes a liability the moment it is accepted.
A credit card path is the one that changes the number. A 24% APR is 2% a month, so a $260 balance repaid at $25 a month runs twelve months and costs $294.44 in total, which is $34.44 of interest bought in exchange for skipping two weeks of waiting. The minimum payment is what makes a small balance survive that long.
Every one of those numbers is published in advance. Consumer protection law obliges a lender to spell out credit terms plainly and in full ahead of any commitment, and the same body of law also governs how debts may be collected and forbids discriminatory lending. The disclosure box exists so that the true cost can be computed before the commitment, which only works if it is actually read.
How a lender judges creditworthiness
Every lender faces default risk, the chance a borrower never repays, so a lender prefers an applicant who carries little existing debt, holds solid income and savings, and can show that past payments arrived on schedule. A lender that accepts riskier applicants covers the extra defaults by charging more, which is the same mechanism that ordered the lineup above.
To size up an applicant a lender collects income, savings, existing debts, and a credit report, the record of past use of credit. Reports are compiled by credit bureaus, also called credit reporting agencies, and they add an entry every time someone deals with a financial institution, whether that is opening an account, taking out a loan, applying for a card, or making a payment.
The report carries a credit score summarizing that history, and the most instructive case is the applicant who has none. Two years of steady paychecks prove that someone earns; they prove nothing about repayment, because income history is not credit history. A report with no borrowing on it gives a lender nothing to price. The stakes also outlast any single purchase, because that same file can later be requested by lenders, by landlords, by employers, by insurance companies, and by government agencies.
Using credit without paying for it
There is a version of borrowing that costs nothing and still builds a record. Buy with money already saved, route the purchase through a starter card, then pay the statement in full when it arrives. Interest charged is zero, because interest only applies to a balance carried past the statement date, and the previously empty file gains its first on-time entry.
The same card that would cost $34.44 on the minimum-payment path costs nothing used this way. That is the whole lesson about credit compressed into one purchase: the product is a tool or a trap depending on whether the cash exists first. Keeping the balance far below the credit limit matters too, because light utilization is one of the levers that builds a score.
A strategy for managing credit and debt
High debt harms a household's financial condition for a simple reason. A loan payment consumes income that is then unavailable for saving or for anything else, and both bigger balances and steeper rates push that payment upward. Borrowers get into trouble when income drops or when payments outgrow what they can pay, which are the two failure modes the course names.
- Repay the highest-rate debt first, which usually means card balances before anything cheaper.
- Settle every bill by its due date, since a score is assembled out of payments that arrived when promised.
- Keep card balances low and the number of cards small.
- Compare lenders before borrowing, since shopping terms wins lower rates and lower fees.
- Make a down payment on a major purchase, because paying part from savings shrinks the loan and every payment after it.
When debt turns genuinely unmanageable and consequences such as property seizure appear, debt management assistance exists, and bankruptcy is the legal route that wipes out some obligations while scheduling repayment of the others. It is genuinely available and genuinely a last resort, with costs that persist for years, and the five moves above exist so that it is never reached.
Essential knowledge covered on this page
| Learning objective | Essential knowledge | Section |
|---|---|---|
| 3.2.A Reasons consumers borrow and available funding sources | 3.2.A.1, 3.2.A.2, 3.2.A.3, 3.2.A.4, 3.2.A.5 | Why consumers borrow, Who lends, Pricing the offers |
| 3.2.B How lenders evaluate creditworthiness | 3.2.B.1, 3.2.B.2, 3.2.B.3, 3.2.B.4 | How a lender judges creditworthiness |
| 3.2.C Strategies to manage debt and use of credit | 3.2.C.1, 3.2.C.2, 3.2.C.3, 3.2.C.4, 3.2.C.5, 3.2.C.6 | Using credit without paying for it, A strategy for managing credit and debt |
Worked examples
The true cost of a $260 balance at 24% APR
Compute the total repaid and the interest paid when a balance is carried at a stated APR and a fixed monthly payment.
A student card offers 24% APR. Putting a $260 pass on it and paying $25 a month, work out how long the debt lasts and what it costs in total.
- Balance charged
- $260
- Annual percentage rate
- 24%
- Monthly payment
- $25
1. Convert the APR into a monthly rate
Card interest is applied monthly, so divide the annual rate by twelve. 24% over 12 months is 2% a month.
r_m = \frac{0.24}{12} = 0.02
2. Write the rule for one month
Each month the balance grows by 2% and then the payment is subtracted. In month one, $260 times 1.02 is $265.20, and $265.20 minus $25 leaves $240.20.
B_{n+1} = B_n \times 1.02 - 25
3. Repeat until the balance clears
Applying the same rule month after month, the balance falls below $25 during the twelfth month, so eleven full payments of $25 are made and the final payment is $19.44.
4. Add up everything paid
Eleven payments of $25 is $275, and adding the final $19.44 gives $294.44.
5. Separate the interest from the debt
Subtract the amount originally borrowed. $294.44 minus $260 is $34.44 of interest.
Answer
$294.44 in total, $34.44 of it interest. Carrying the balance stretches a single purchase across a year and adds $34.44 to its price.
Why it matters
Notice what the $34.44 actually bought: about two weeks of not waiting. Stating the cost of borrowing as a total rather than a rate is what makes that trade visible.
Pay-in-four: the price holds, the schedule moves
Show that an interest-free installment plan changes the timing of a cost rather than its size, and price the fee risk.
A pay-in-four checkout splits the $260 pass into four payments, the first taken at checkout and the other three every two weeks after it, with no interest if every payment lands on time and a $10 late fee for each one that does not. The third payment falls in the week the $90 travel share is due, and the fourth falls in the week the $100 of spending money is due.
- Purchase price
- $260
- Number of payments
- 4
- First payment
- taken at checkout
- Interval
- every 2 weeks
- Late fee per missed payment
- $10
1. Find the payment
Divide the price by the number of installments. $260 over 4 is $65.
2. Confirm the price is unchanged
Add the four payments back up. Four times $65 is $260, exactly the sticker price, so the plan itself adds nothing when it is paid perfectly.
3. Lay each payment date against that week's other obligations
With the first payment taken at checkout, the four land at weeks 0, 2, 4, and 6. Week 4 carries payment three of $65 plus the $90 travel share, so $155 comes due that week. Week 6 carries payment four of $65 plus the $100 of spending money, so $165 comes due that week.
4. Price the failure case
Missing both of the colliding payments costs two fees. Two times $10 is $20, so the $260 purchase becomes $280.
Answer
$260 if perfect, $280 with two missed payments. The plan rearranges when money is owed and leaves the price alone, provided nothing slips.
Why it matters
A zero-interest plan is not a zero-risk plan. The cost hides in the calendar, so the honest way to evaluate one is to write the payment dates next to every other obligation already sitting in those weeks.
Rebuilding a savings balance after a planned purchase
Track a savings balance through a withdrawal and back up to the remaining obligations.
By week 7 the automated transfers have built the fund to $280, and the $260 pass is bought with cash already saved. Five weeks of saving remain before the festival, and $90 of travel share plus $100 of spending money are still to be paid.
- Balance at week 7
- $280
- Pass price
- $260
- Weeks of saving remaining
- 5
- Weekly transfer
- $40
- Travel share still owed
- $90
- Spending money still owed
- $100
1. Subtract the purchase
Take the pass out of the balance. $280 minus $260 leaves $20.
2. Add the remaining transfers
Five more Fridays at $40 each add $200. Adding that to the $20 remaining gives $220 by festival week.
3. Total the costs still to come
Add the two outstanding items. $90 plus $100 is $190.
4. Compare the balance against the obligations
Subtract what is owed from what is saved. $220 minus $190 leaves about $30.
Answer
about $30 of slack. The fund reaches $220 against $190 of remaining costs, finishing roughly $30 ahead.
Why it matters
The cushion built into the original transfer is what absorbed an early purchase without breaking the plan. A savings plan with no slack has no room for the thing that always happens.
Key terms
- Alternative Financial Services
- APR
- Bankruptcy
- Borrower
- Collateral
- Commercial Bank
- Credit
- Credit Bureaus
- Credit Card
- Credit Limit
- Credit Report
- Credit Score
- Credit Union
- Creditworthiness
- Debt
- Debt Management Assistance
- Debt-to-Income Ratio
- Default
- Delinquency
- Down Payment
- Installment Loan
- Interest
- Interest Rate
- Lender
- Loan
- Minimum Payment
- Principal
- Revolving Credit
- Secured Loan
- Unsecured Loan
7 common mistakes on 3.2
The wrong moves students actually make on these questions, why each one is wrong, and what to do instead. Part of the practice tier.
See what is includedEssential knowledge covered
3.2.A.1 · 3.2.A.2 · 3.2.A.3 · 3.2.A.4 · 3.2.A.5 · 3.2.B.1 · 3.2.B.2 · 3.2.B.3 · 3.2.B.4 · 3.2.C.1 · 3.2.C.2 · 3.2.C.3 · 3.2.C.4 · 3.2.C.5 · 3.2.C.6