Prop Firm Cost-Benefit Math: Is It Better Than Your Own Small Account?
Whether a funded program makes sense depends on numbers. A simple comparison helps.
Imagine you have 500 dollars of your own capital. At a conservative 1 percent risk, a good month of a 5 percent return gives 25 dollars. The money is small because the base is small.
Now consider a 50,000-dollar evaluation costing about 250 dollars. If you pass and reach a funded account with an 80 percent split, a 5 percent month on 50,000 dollars is 2,500, of which you keep 2,000. The leverage on skill is enormous.
But the hurdles matter. Suppose your chance of passing is 20 percent, and your chance of getting a payout after funding is 50 percent. Your chance of reaching the first payout per attempt is 10 percent. Expected spending to get there is 10 attempts at 250 dollars, or 2,500 dollars, to earn about 2,000. At that probability, the math is roughly break-even, and it improves sharply if your pass rate is higher.
The conclusion is that the model rewards traders with a proven, consistent edge and strict risk control, and punishes those without one. Test your strategy first on demo with the firm's rules applied.
Include the cost of resets, monthly fees, and your time.
Practical step: estimate your pass probability from at least 30 simulated attempts under the rules, then calculate expected cost.
Prop Firm Cost-Benefit Math: Is It Better Than Your Own Small Account?
Re: Prop Firm Cost-Benefit Math: Is It Better Than Your Own Small Account?
I'd add one honest point: the small own account isn't wasted even if the money is tiny. It's where you prove you can follow rules with real money on the line, and that's what decides your pass rate anyway.
It’s Fairman 
Re: Prop Firm Cost-Benefit Math: Is It Better Than Your Own Small Account?
Plug your own numbers in instead of the example ones. If you don't know your pass probability yet, that's the answer, you're not ready to pay for attempts.
It’s Fairman 