Setting the avalanche against the snowball by script, the MT421 Unit 5 debt repayment plan clears a composite renter's five debts in 41 months either way. Searches like "mt 421 unit 5 assignment example", "mt421 unit 5 sample" and "mt421 unit 5 example" land here.
What a finished MT421 Unit 5 debt repayment plan looks like
A debt table opens six pages and a script appendix: a store card of $1,240 at 29.99 percent, a Visa of $4,860 at 26.24, a personal loan of $2,900 at 13.9, a car loan of $11,300 at 7.4 and federal student loans of $18,600 at 5.5, carrying $845 of monthly minimums. The plan commits those minimums plus the $250 surplus from the budget work, $1,095 a month in total, rolling each freed minimum into the next target. A results table shows both orders. The store card closes in month five under either; then the avalanche clears the Visa by month 17 while the snowball clears the personal loan by month 11. Total interest is $5,470 against $5,666. A line chart adds the minimum-only path: ten years and $12,429 of interest.
How a MT421 Unit 5 example is structured
Assumptions are fixed before either strategy runs: payments held at $1,095, minimums frozen at their current amounts rather than falling as balances shrink, monthly compounding and no new charges. The script is described step by step in plain language, apply interest, pay every minimum, send the remainder to the first debt in the chosen order, so a reader can see that the two methods differ in that ordering alone. Results follow with the payoff month of each debt. The analysis then argues past the arithmetic. A $196 difference is small beside the motivational weight of closing a second account six months sooner, and the paper takes that seriously without pretending it costs nothing. The recommendation chooses the avalanche, because the Visa's 26.24 percent rate punishes delay, and keeps the $2,400 savings balance untouched as a floor under the whole plan.
Five debts, one table
Balance, rate and minimum for each, sorted two ways so the strategies' difference is visible before any calculation runs.
Assumptions fixed first
A constant $1,095 payment, frozen minimums, monthly compounding and no new charges, each written down so the result can be challenged.
What the script does
Interest applied, minimums paid and the remainder sent down the chosen order, explained in words with the listing in the appendix.
Payoff month by debt
Closing dates for every balance under both orders, plus the minimum-only path as a reference line.
$196 against momentum
Why the plan picks the avalanche while granting that an early second payoff helps some people stay the course.
A floor under the plan
The $2,400 savings balance held intact, so a surprise expense need not return to the Visa.
Where marks go in MT421 Unit 5
Holding the total payment constant is the control that makes the comparison fair, and without it the results mislead; graders tend to check it first. Assumptions need writing out: whether minimums fall as balances shrink, whether new charges stop, how interest compounds. A recommendation resting only on total interest ignores the behavioral argument prompts usually want weighed, while one resting only on motivation ignores the arithmetic. Leaving out the emergency reserve is a frequent and costly omission, since one repair charged back to a card undoes months of progress. Payoff dates for each debt, not just the final month, show how the strategies differ in practice. Treating low-rate federal student loans exactly like card debt, with no mention of their different terms and repayment options, loses depth that instructors commonly reward.
Get a MT421 Unit 5 example written to your instructions
Debts, rates and the monthly budget from your case are the inputs; back comes a first custom MT421 repayment plan comparing both strategies, free, by script or spreadsheet, with every assumption written out against your rubric. Allow 24-48h. A consolidation loan or balance transfer offer in the Unit 5 prompt gets priced alongside.
MT421 Unit 5 questions, answered
Which is better, avalanche or snowball?
With the total payment held constant, paying the highest rate first costs the least interest in almost every case. Paying the smallest balance first often closes accounts sooner, which some people find easier to sustain. Your paper should show both figures for its case and argue which matters more for that person, rather than declaring one universally right.
Do I need to write code for the comparison?
No. A spreadsheet with one row per month and a column per debt does the same job, and many sections expect exactly that. The sample uses a short script because it makes the single difference between the methods, the order of targets, easy to see. Whatever tool you use, show the monthly logic and the assumptions.
Should the plan pay debt before saving anything?
Most MT421 prompts expect some emergency reserve kept in place, because a plan with no cushion sends the next surprise straight back to a card. How large that reserve should be depends on the case. State the amount your plan protects and why, and show that the debt payments still fit around it.