This calculator estimates how much electricity your laptop uses when it is left in sleep mode versus fully shut down, and converts that usage into yearly cost. By entering the power draw in each state, how many hours per day the laptop spends in that state, and your electricity rate, you can see both the absolute annual cost and the difference between the two options.
The calculation is based on standard relationships between power (watts), time (hours), energy (kilowatt-hours), and cost. The key idea is that power multiplied by time gives energy, and multiplying energy by your electricity price gives cost.
For any constant power draw P in watts over h hours per day, for 365 days per year, the annual energy use in kilowatt-hours (kWh) is:
Once we know the annual energy use E in kWh, the annual cost C in your local currency is:
C = E × r, where r is the electricity rate in $/kWh (or your local unit per kWh).
Applying this to sleep and shutdown separately:
E_sleep = (P_s × h × 365) / 1000E_off = (P_o × h × 365) / 1000C_sleep = E_sleep × rC_off = E_off × rThe extra cost of leaving the laptop in sleep instead of shutting it down is simply the difference between the two annual costs:
ΔC = C_sleep - C_off
Combining the steps above into a single expression gives a direct way to estimate how much more you pay each year for choosing sleep over shutdown. Let:
P_s = sleep power draw in wattsP_o = shutdown (off) power draw in wattsh = hours per day the laptop spends in that stater = electricity rate in $/kWhThe annual extra cost of sleep versus shutdown is then:
ΔC = (P_s - P_o) × h × 365 × r / 1000
If P_s equals P_o, the extra cost is zero. If sleep uses more power than shutdown (the usual case), ΔC will be positive and represents how much you pay each year for the convenience of instant wake.
When you run the calculator, you will typically see three main pieces of information:
For many users, the absolute dollar amounts are small on a per-device basis, especially with efficient modern laptops. However, there are a few useful ways to interpret the output:
Imagine a laptop that draws 3 W in sleep and 0.5 W when shut down. Suppose it is in that state (either sleeping or off) for 16 hours per day, and your electricity rate is $0.14 per kWh.
E_sleep = (3 W × 16 h/day × 365) / 1000E_sleep = (3 × 16 × 365) / 1000 = 175.2 / 1000 = 0.1752 kWh per year.
E_off = (0.5 W × 16 h/day × 365) / 1000E_off = (0.5 × 16 × 365) / 1000 = 2,920 / 1000 = 2.92 kWh per year.
C_sleep = 17.52 kWh × 0.14 $/kWh = $2.45 per year.
C_off = 2.92 kWh × 0.14 $/kWh = $0.41 per year.
ΔC = C_sleep - C_off = 2.45 - 0.41 = $2.04 per year.
In this example, letting the laptop sleep instead of shutting it down costs about two extra dollars per year. For a single device, that is a small price for convenience. But in a shared household with four similar laptops, the cost would be roughly $8 per year, and in an office with 100 devices it would be around $200 per year, assuming similar patterns.
The impact of sleep versus shutdown grows with the number of hours per day that the laptop spends in that state. The power draw values (P_s and P_o) and the electricity rate r stay constant, but the daily hours h may vary. For example, you might sleep your laptop overnight for 4, 8, or 12 hours depending on your routine.
The table below illustrates how the annual extra cost of choosing sleep can change with different h values. It uses a laptop that draws 4 W in sleep and 0.3 W when off, with electricity at $0.14 per kWh.
| Hours per day in sleep/off state | Annual cost in sleep | Annual cost when shut down | Extra cost of sleep vs shutdown |
|---|---|---|---|
| 4 hours | $0.69 | $0.15 | $0.54 |
| 8 hours | $1.38 | $0.29 | $1.09 |
| 12 hours | $2.07 | $0.44 | $1.63 |
These values are not exact and will change with your local rates and your laptop’s actual power draws. They do, however, show a clear pattern: the more hours per day the laptop spends in the state you are analyzing, the more important the difference between sleep and shutdown becomes.
To get the most realistic results from the calculator, it helps to use power values that are specific to your laptop and setup rather than relying only on generic assumptions. There are several practical ways to find or approximate these numbers:
Actual numbers vary widely depending on hardware generation, power settings, and connected devices, but the following rough ranges are common for modern laptops:
If you are unsure what values to use, starting with 2 W for sleep and 0.2 W for off is a reasonable generic assumption for a relatively efficient modern laptop and charger.
The calculator is designed to help you decide when shutting down is worthwhile versus when the convenience of instant wake is more important. Some general guidelines:
Remember that the amounts involved are generally modest for a single laptop. The main value of the calculator is to quantify the trade-off so you can make an informed choice, and to highlight the impact when many devices are involved.
The results from this tool are estimates. To interpret them correctly, keep the following assumptions and limitations in mind:
Because of these constraints, treat the output as a useful approximation rather than an exact bill prediction. If you want more precise numbers, measure your device’s power draw directly under realistic conditions and update the inputs accordingly.
This sleep versus shutdown calculator is best viewed as one piece of a broader look at your devices’ electricity use. You might also compare the yearly energy cost of running external monitors, desktop PCs, or network equipment, and then focus your efforts where the largest reductions are possible. In many homes and offices, cutting down on high-wattage, long-runtime devices will deliver far greater savings than micromanaging laptop sleep behavior alone.