Guide-linked quiz · Medium Level

How to Plan a Savings Goal With AI Quiz

Tests calculating monthly and per-paycheck savings targets, setting up sinking funds, and verifying interest assumptions with PMT.

Question 1 of 8

You have $1,500 saved and want a $6,000 emergency fund in 18 months. Ignoring interest, what is the monthly target?

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Answers and explanations appear as you take the quiz.

  1. You have $1,500 saved and want a $6,000 emergency fund in 18 months. Ignoring interest, what is the monthly target?
    • $333.33
    • $250
    • $300
    • $416.67
  2. How does the guide suggest setting up a sinking fund for an annual insurance premium?
    • Put the whole premium on a credit card
    • Wait until the bill arrives
    • Divide the yearly cost by 12 and save that much each month
    • Invest the premium amount in stocks
  3. Someone paid every two weeks needs to save $300 a month. Why shouldn't they just save $150 per paycheck?
    • There are 26 biweekly paychecks a year, not 24
    • Biweekly pay is taxed differently
    • Banks require weekly transfers
    • Interest is paid every two weeks
  4. For a two-year savings goal, what role does interest usually play?
    • It covers most of the goal
    • It doubles your contributions
    • It is guaranteed at a fixed rate
    • It reduces the required contribution only modestly, while deposits do most of the work
  5. Which figure should you compare between savings accounts, since it includes compounding?
    • APR
    • APY
    • The prime rate
    • The monthly fee
  6. In =PMT(rate/12, months, -current, goal), why is the result negative?
    • The formula is set up wrong
    • The goal cannot be reached
    • Interest rates are negative
    • It shows the deposits as money leaving your hands
  7. If the monthly savings amount isn't affordable, which options does the guide list?
    • Borrow money to fill the gap
    • Ignore the budget and hope
    • Extend the deadline, lower the target or free up money elsewhere
    • Assume a higher interest rate
  8. How should a yearly APY be converted into a monthly rate for precise calculations?
    • (1 + APY)^(1/12) − 1
    • APY × 12
    • APY ÷ 26
    • APY − 1

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