The answer to this question can be found by using the formula for power, which is:

P = IV

where:

P = power (in watts)

I = current (in amps)

V = voltage (in volts)

Therefore, the power dissipated by a 60-w light bulb in one minute is:

P = (60)(1)

P = 60 watts

So, in one minute, a 60-w light bulb dissipates 60 watts of power.

## Other related questions:

### Q: How much energy does a 60 watt bulb consume in 1 minute?

A: A 60 watt bulb consumes 1 watt of energy per minute.

### Q: How much energy does a 60 W bulb consume per second?

A: A 60 W bulb consumes 0.06 kW of energy per second.

### Q: How much energy does a 100-watt bulb use in 60 seconds?

A: A 100-watt bulb uses 100 joules of energy per second.

### Q: How much power is 60 watts?

A: 60 watts of power is equal to 80,000 joules per second.