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Remove KaTeX formatted text (#23712)
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docs/Power-Monitoring-Calibration.md

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[`VoltageSet <voltage>`](Commands.md#voltageset)
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_Replace `<voltage>` with your standard voltage or with reading on your multi-meter if you have one. Your voltage will vary depending on the electrical standards and your electrical grid_
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3. Verify the **Current** reading by calculating current value (amperage) using this formula: **P<sub>(W)</sub>/V<sub>(V)</sub>=I<sub>(A)</sub>**. Adjust the current offset if needed (in milliAmps ($1000mA=1A$)):
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3. Verify the **Current** reading by calculating current value (amperage) using this formula: **P<sub>(W)</sub>/V<sub>(V)</sub>=I<sub>(A)</sub>**. Adjust the current offset if needed (in milliAmps (**1000mA = 1A**)):
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[`CurrentSet <current>`](Commands.md#currentset)
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_Replace `<current>` with your calculated value (in milliAmps)_
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`CurrentSet` calculation:
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$$\frac{Watts}{Volts}=Amps$$
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and thus
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**Watts / Volts = Amperes**
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$$1000 \* \frac{Watts}{Volts} = milliAmps$$
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and thus
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**(1000 * Watts) / Volts = milliAmperes**
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!!! example
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Consider a power usage of $60W$ at a voltage of $240V$. Then the current in milliAmps can be calculated as
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$$1000 \* \frac{60}{240} = 250.0$$
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Consider a power usage of **60W** at a voltage of **240V**. Then the current in milliAmps can be calculated as
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(1000 * 60) / 240 = 250.0
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4. Confirm the validity of your calibration process checking `Power Factor` from the web UI which should be as close as possible to `1.00`. In theory resistive loads will always provide a power factor of 1.00. If that is not the case, we recommend you repeat the calibration process and make sure everything was done correctly.
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