"I'm usually loved by the world" - Melissa 2026

Professor Citachka
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Unit quiz: How Growth, Goals, Reserves, Debt and Credit Actually Behave

Check understanding, separately from reading

5 questions · 80% to pass · no timer. This quiz checks the lessons in this unit. These authored questions assess recognition and application of the taught distinctions, not professional qualification. You may review the lessons and retry. Repeat attempts reuse the question bank; a remembered answer is not proof of transfer to a new situation.

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Question 1

A brochure states that $10,000 invested at an assumed 7% a year for forty years reaches 'about $38,000' because 7% of the original is $700 and forty times $700 is $28,000 of growth. A reviewer computes the compounding instead. What does the reviewer find, and what is the single cause of the difference?

Question 2

An employer will deposit an employee's $6,000 annual contribution either as one payment at the end of each year or as $500 at the end of each month. Over thirty years at an assumed 6% annual rate compounded monthly, both options have the same nominal annual total. Which lands higher and by how much?

Question 3

A household needs $500,000 in twenty-five years and can save $600 a month. At an assumed 5% annual return compounded monthly, $600 a month accumulates $357,305.83, leaving a gap of $142,694.17. A salesperson proposes closing the gap by assuming a higher return rather than a higher contribution. What should the household compare, and what return would that approach require?

Question 4

A household with $5,000 of monthly gross income targets 'six months of income' as its emergency reserve, which is $30,000. Its itemised essential expenses are $3,630 a month. What does the comparison show, and what should the household state before choosing a target?

Question 5

A household has one $1,500 debt at 6%, one $4,000 debt at 26% and one $9,000 debt at 12%, with $300 a month available above the minimums. A neighbour says paying the smallest debt first is 'just as good' because it feels better. What do the two orders actually cost?

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