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Calcimator

Savings Goal Calculator

Find out how much you need to save each month to reach your savings goal. See how interest helps you get there faster.

This calculator works backward from a savings target to find the monthly deposit needed to reach it, accounting for compound interest along the way. Starting from Current Savings, it projects that balance forward at the given Annual Interest Rate, then figures out how much additional monthly contribution -- growing with the same compounding -- closes the gap to the Savings Goal by the end of the Timeframe. This is the mirror image of a standard compound-growth projection: instead of asking "how much will X dollars a month become," it asks "how many dollars a month does it take to become X." The Weekly Deposit figure is simply the monthly figure annualized and divided by 52, a convenience conversion for people who budget weekly rather than monthly, not a separate calculation with its own compounding. Interest Earned is the difference between the Savings Goal and the total of all deposits made (current savings plus every monthly contribution) -- it is the "free" portion of the goal that compounding contributes rather than money that must be saved directly. A higher interest rate reduces the required monthly deposit because more of the goal gets filled by growth on money already in the account; a longer timeframe does the same by giving both contributions and existing savings more time to compound. This tool assumes a fixed rate and steady monthly contributions -- it does not model variable returns, taxes on interest, or irregular deposit timing.

Inputs

$
$
months
%

Results

Monthly Deposit Needed

$355.33

≈ 6 tanks of gas

Weekly Deposit Needed$82.00
Total Deposits$9,527.93
Interest Earned$472.07
How to Use This Calculator
  1. Enter your savings goal amount (e.g., $10,000 for an emergency fund or vacation).
  2. Enter your current savings balance toward this goal.
  3. Set the timeframe in months to reach your goal.
  4. Enter the annual interest rate on your savings account (high-yield savings accounts offer 4-5% APY).
  5. Review the required monthly deposit and weekly deposit needed, plus the interest you will earn.

How the result changes with Savings Goal

Savings GoalMonthly Deposit Needed
$1,000,090.00$39,857.75
$3,500,065.00$139,601.29
$6,500,035.00$259,293.52
$9,000,010.00$359,037.06

What each input means

Savings Goal
Target amount you want to save.
Current Savings
Amount currently saved.
Timeframe
Time period for the calculation.
Annual Interest Rate
High-yield savings accounts offer 4-5% APY.

How this is calculated

Worked example, using the default values

  1. Identify Input Parameters
    4 parameters
    Savings Goal = 10000, Current Savings = 1000, Timeframe = 24, Annual Interest Rate = 4.5 = 4 input(s) provided
  2. Calculate Monthly Deposit Needed
    355.33 = $355.33
  3. Calculate Weekly Deposit Needed
    Weekly Deposit Needed = max(0
    82 = $82
  4. Calculate Total Deposits
    Total Deposits
    9527.93 = $9,527.93

Engine last updated .

Frequently Asked Questions

Why does a higher interest rate lower my required monthly deposit?

Because more of your Savings Goal gets covered by growth on money already in the account rather than by new contributions. At a higher rate, both your Current Savings and every monthly deposit compound faster, so you need to contribute less out of pocket each month to land on the same target -- the account is doing more of the work for you. This is exactly why Interest Earned rises alongside interest rate even though the goal amount never changes.

What happens if I extend the Timeframe?

Extending the Timeframe lowers the required monthly (and weekly) deposit, since the same total gap between Current Savings and the Savings Goal gets spread across more contributions, each of which also has more time to compound. The tradeoff is that a longer timeframe delays reaching the goal -- this calculator optimizes for the smallest monthly commitment to hit a fixed end date, not for the fastest path to the goal.

How is the Weekly Deposit figure calculated?

Weekly Deposit is the Monthly Deposit Needed multiplied by 12 (to annualize it) and then divided by 52 -- it is a unit conversion for budgeting convenience, not a separately compounded weekly calculation. If you actually deposit weekly rather than monthly, your real balance will compound slightly faster than this model assumes, since each of the 52 smaller deposits starts earning interest a little sooner than one lump monthly deposit would.

Does Current Savings reduce the required deposit dollar-for-dollar?

Not quite -- Current Savings reduces the required monthly deposit by more than a simple dollar-for-dollar amount, because that starting balance also compounds for the full Timeframe before the goal date arrives. The relationship is a constant amount per dollar of starting balance, not an accelerating one: at the default 4.5% rate over 24 months, every extra $1,000 of Current Savings lowers Monthly Deposit Needed by about $43.65, all the way down until the required deposit reaches zero. Because that saving happens every month for two years, $1,000 of Current Savings ends up offsetting roughly $1,048 of total deposits over the full Timeframe -- more than dollar-for-dollar in total, just not at an accelerating rate along the way.

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