Trading Calculators

A Binary Martingale Calculator estimates the outcomes of a Martingale strategy in binary options trading, where you increase your bet after each loss to recover losses based on the payout rate. Input initial bet, payout rate, and number of losses. Our tool at tools.ekwia.com is free and easy to use. Learn more about the Martingale strategy.

Our Compounding Calculator uses the compound interest formula to estimate future investment value. Input your starting balance, gain percentage per period, and number of periods to get accurate results, including a period-by-period table.

Use it for:

• Investment planning
• Retirement savings
• Loan interest estimation
• Financial education

Try our other tools at tools.ekwia.com.

Our Percentage Calculator helps you solve various percentage problems quickly and accurately. It can calculate:

• What is X% of Y? (Percentage of a number)
• X is what percent of Y? (Percentage calculation)
• Increase X by Y% (Percentage increase)
• Decrease X by Y% (Percentage decrease)

Perfect for discounts, tax calculations, tip calculations, and more.

Binary Martingale Calculator:
1. Enter initial bet (e.g., $10)
2. Enter payout rate (e.g., 80%)
3. Enter number of losses (e.g., 5)
4. Click "Calculate" to see results
5. Use "Clear" to start over

Compounding Calculator:
1. Enter the starting balance (e.g., $1000).
2. Input the gain percentage per period (e.g., 5%).
3. Specify the number of periods (e.g., 10).
4. Click "Calculate" to see the results.
5. Click "Clear" to reset or "Copy Results" to save.

Percentage Calculator:
1. Select the calculation type from the dropdown.
2. Enter the required values in the input fields.
3. Click "Calculate" to see the result.
4. Use "Clear" to start a new calculation.

Bookmark tools.ekwia.com for quick access.

Your Binary Martingale outcomes depend on:

• Initial Bet: Starting wager amount
• Payout Rate: Percentage return on a winning trade
• Number of Losses: Sequence length to calculate

Learn more at Investopedia.

Calculating compound growth is useful for:

• Investment Strategy: Plan long-term growth
• Retirement Planning: Estimate future savings
• Education: Learn about exponential growth
• Financial Goals: Set realistic targets

Explore more tools at tools.ekwia.com.