0Elphapex DG2 Profitability
Elphapex DG2
20GH/s 3800W
Elphapex DG2 Profitability Review
Elphapex DG2
20GH/s 3800W
The Elphapex DG2 is a high-performance mining device specifically designed for DOGE cryptocurrency. With a powerful hashrate of 20 GH/s and a power consumption of 3420 watts, it delivers exceptional efficiency and profitability by minimizing electricity costs while maximizing mining output.
Elphapex DG2 Profitability Calculator
To estimate your potential earnings with the Elphapex DG2, use a profitability calculator. Simply input details like electricity costs, the device's hash rate, and the current network difficulty to determine your expected profits.
How to Use the Profitability Calculator for Elphapex DG2
Using the Elphapex DG2 Profitability Calculator is straightforward. Enter key parameters such as your electricity rate, the miner's hash rate, and the current network difficulty. The calculator will then provide an estimate of your potential profits based on these inputs.
Frequently Asked Questions (FAQ)
What factors influence the profitability of mining with the Elphapex DG2?
Profitability is influenced by several factors, including electricity costs, network difficulty, the device's hashrate, and the overall efficiency of your mining setup.
Which cryptocurrencies can be mined with the Elphapex DG2?
A few cryptocurrencies that can be mined with the Elphapex DG2 include DOGE, LTC, BEL.
Calculation Formula
Static Output Ratio = (Duration Static Output - Service Fee) / Hashrate Fee
Static Revenue = (Currency Mined during the Duration * Reference Currency Price)
Duration Days
Duration Static Output = Currency Mined during the Duration * Reference Currency Price
Static Output of DOGE = (Period Hashrate Fee + Period Service Fee) / Duration
Static Cost Recovery Time = Duration Hashrate Fee / (Current Daily Output * Reference Currency Price - Service Fee)
Disclaimer
The data above is based on the current price($0.1581697488), network difficulty(696579421315799), and calculation of network computing power(). It does not consider possible future changes to the data above.