4400mah
It depends on the voltage. Divide the watt-hours (Wh) by the voltage (V) and you will get the Ampere-hours (Ah). So if the voltage is at 10.8V, divide 47 Wh by 10.8V to get about 4.352 Ah. Finally, convert the Ah to milli-Ah (mAh) by multiplying by 1000 to get 4,352 mAh which is rounded to 4400 mAh. So 47 Wh at 10.8V is about 4400 mAh. -UnrivaledShogun.
yes 4.1 wh is larger than 5.33
Something that is awesome!
To compare 14 yards and 2 feet to 16 feet, we need to convert all measurements to the same unit. Since there are 3 feet in a yard, 14 yards and 2 feet is equivalent to 14*3 + 2 = 44 feet. Now, we can compare 44 feet to 16 feet. Since 44 feet is greater than 16 feet, 14 yards and 2 feet is indeed greater than 16 feet.
Laah Mah
It depends on the voltage. Divide the watt-hours (Wh) by the voltage (V) and you will get the Ampere-hours (Ah). So if the voltage is at 10.8V, divide 47 Wh by 10.8V to get about 4.352 Ah. Finally, convert the Ah to milli-Ah (mAh) by multiplying by 1000 to get 4,352 mAh which is rounded to 4400 mAh. So 47 Wh at 10.8V is about 4400 mAh. -UnrivaledShogun.
To compare 21.6 watt-hours (Wh) to 4400 milliamp-hours (mAh), you need to know the voltage of the battery. Watt-hours is a measure of energy, while milliamp-hours is a measure of electric charge. If you assume a common lithium-ion battery voltage of 3.7 volts, you can convert 4400 mAh to watt-hours using the formula: Wh = (mAh × V) / 1000. This would yield approximately 16.28 Wh, which means 21.6 Wh is greater than 4400 mAh at 3.7 V.
To compare 4400mAh and 73Wh, we need to know the voltage of the battery, as capacity (mAh) and energy (Wh) are related by the formula: Wh = (mAh × Voltage) / 1000. Without the voltage, we can't directly compare them, but 73Wh indicates a higher total energy capacity if the voltage is similar. In general, higher Wh is better for longer usage times, assuming other factors like weight and size are acceptable.
Only if the battery is rated at 11.66V. mAh / 1000 => Ah (4800 mAh = 4.8 Ah) Ah * V => Wh (4.8 Ah * 11.66 V = 55.97 Wh)
Answer #1:56watt = 56000mw,1000milliamp = 1amp,watt = amp x volt = watt/volt,if the battery is rated 11.1v,so 56000mw/11.1v = 5 045.04505mah==============================Answer #2:Answer #1 has a big ' if ' hidden in it.In general, 56 Wh = 56,000/voltage of the battery mAh and for ANY number of Wh ... call it ' P ' ...P Wh = 1,000 P/battery voltage mAh .
watt = amp * volt watt hour capacity = amp hour capacity * voltage Calculate capacity in watt hour for the one which gives you mAh capacity with the following (dividing by 1000 to convert mA to A): Wh capacity = (mAh capacity / 1000 ) * voltage - Neeraj Sharma
It depends on the voltage. WH = Watt Henry, mAH = milliamp Henry, watts = amps * volts and milliamps= 1000 * amps. Thus the conversion is: mAH = 1000 * WH / V, where V is the voltage. I'm looking at the battery for my Dell Studio and it's rated 85WH and 11.1V. So it's 1000 * 85 / 11.1 = 7658 mAH, so in this case 85WH is better than 6600 maH. If we solve 1000 * 85 / V = 6600, we get V = 12.9. When converting from WH, the bigger the voltage the lower the mAH. So for voltages bigger than 12.9 V, 6600mAH is better than 85WH. Hope this helps.
well, give me the voltage and I'll compute it. You can not figure this out without the voltage.
i reely dont no
The amount of electrical energy supplied by the battery is measured in units called watt-hours (Wh). This value can vary depending on the capacity of the battery, which is typically listed in milliampere-hours (mAh) or watt-hours (Wh).
I just saw Rock Space power bank advertisement on rockspace.in they have 10000 mah,13000 mah and 20000 mah power banks ! in my opinion, its a value for money if we compare with others
It depends on the voltage being used. To get 4400 mAh (milliamperes per hour) converted to Wh (watt-hours), do the following: Divide the mAh by 1,000: 4,400mAh/1,000=4.4Ah (amperes per hour) Next, take the amount of amperes per hour and multiply that by the voltage being used (we'll just use 12 volts as an example): 4.4Ah*12V=52.8Wh I hope this helps!