How much can you make by mining bitcoins

Bitcoin mining profitability fluctuates based on several factors. These include:

Hashrate: The mining rig’s computational power.
Electricity Costs: A significant expense.
Bitcoin Price: Higher prices increase revenue.
Mining Difficulty: Adjusts to maintain block creation time.

Use online calculators to estimate potential earnings. These tools require inputting your hashrate‚ electricity cost‚ and pool fees. Remember that mining profitability is not guaranteed and can change rapidly.

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)

Consider the risks and costs before investing in mining hardware.

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