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Ripper Wealth

Try It: Run Your Numbers

In God we trust, all others must bring data.

W. Edwards Deming

The calculator computes both paths side by side, with the same formula, from the numbers you enter.

Factual information only. This page shows definitions, formulas and figures computed from public data or your own inputs. It contains no recommendation or opinion about any product. Ripper Wealth does not hold an AFS licence and does not give financial product advice.

This Step Takes: 15 minutes

Enter your own numbers and see the outcome of borrowing and of selling over the same period.

What You'll Do

Use the calculator, see typical loan terms by asset, and read how collateral loans behave when prices move.

Borrow vs Sell Calculator

Enter your numbers to see the full cost of each path over time.

Your Situation

What your Bitcoin/gold/stocks are worth today

What you originally paid for the asset

How much cash do you need?

Your income tax bracket

Assumptions

Typical: 5-15%

Your conviction: will it grow?

How long to compare?

Path A: Sell

Immediate cash$70,375
Assets sold50.0%
Asset value in 5 years$186,624
Loan still owed-$0
Interest paid (5 yrs)-$0
CGT paid on sale-$4,625
Net wealth$181,999

Path B: Borrow

Immediate cash$75,000
Asset value in 5 years$373,248
Loan still owed-$75,000
Interest paid (5 yrs)-$37,500
CGT paid on sale-$0
Net wealth$260,748

Net wealth difference

Path B minus Path A after 5 years with these inputs: $78,749

Net wealth = asset value at the end - loan still owed - interest paid - CGT paid on sale. A lower growth rate or a higher interest rate changes the sign. This is an educational example, not a recommendation.

Assumptions: (1) 50% CGT discount applied (held >12 months), (2) Interest-only loan, (3) No tax deductions for interest (adjust if investment purpose), (4) Compound growth at stated rate

Loan Types by Asset

Typical terms seen in Australia, grouped by the asset you borrow against. Terms change; check them with any lender.

Loan typeAssetLTVInterest Rate
Crypto-backed loanBTC, ETH, other coins20-50%8-15%
Metals-backed loanVaulted gold/silver50-70%6-10%
Margin loanASX and US stocks, ETFs50-95%5-10%
Home equity loan (HELOC)PropertyUp to 80%5-7%

How Collateral Loans Behave

Mechanics that set the cost and the liquidation risk

1.Starting LTV and Price Falls

The price fall that takes a loan from its starting LTV to the lender's threshold is 1 − (starting LTV ÷ threshold). With a 70% threshold: from 30% LTV, a fall of about 57%; from 50% LTV, a fall of about 29%.

2.LTV Moves With the Price

Collateral value follows the market price, so the LTV changes whenever the price does. Lenders typically issue a margin call as the LTV nears the threshold; meeting it takes added collateral or a part repayment.

3.Interest Accrues Either Way

Interest is payable whether the asset rises or falls. Where a lender adds unpaid interest to the loan, the balance and the LTV both rise over time.

4.Interest-Only vs Principal and Interest

An interest-only loan keeps the balance constant. A principal-and-interest loan reduces the balance with each payment and has higher repayments.

5.Liquidation Terms Differ

Some lenders sell collateral as soon as the threshold is reached; others allow a period, such as 24 to 48 hours, to add collateral. The loan agreement sets this out.

6.Leverage

Borrowing to buy more of an asset amplifies gains and losses on the borrowed amount, and the interest is payable in both cases.

Borrow Strategy - Try It: Complete

  • The calculator applies the same formula to both paths; the difference between them depends on the asset growth rate, the interest rate and the CGT on the units you would sell.
  • Key variables: loan amount, interest rate, asset growth rate, your marginal tax rate, and holding period.
  • A lender liquidation is a CGT event, so a price fall can bring forward the CGT that borrowing deferred.

Homework

Reflect

Which input changed the difference between the two paths the most? What assumptions did you use?

Action

Run the calculator at a negative growth rate, at 0%, and at two positive rates. Note how the difference between the two paths changes each time.

What's Next?

10 minutes

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