5. What is the value of current
1p
through bulb of 1000 22
producing heat 250 J in 1s? *
Answers
Answer:
Answer:The lamp doesn't have power. It consumes power and outputs lumens of light plus heat energy over the period of time concerned.
Answer:The lamp doesn't have power. It consumes power and outputs lumens of light plus heat energy over the period of time concerned.Power = Energy / time. So Power consumed = 1000 Joules / 20 seconds = 50 Joules per second.
Answer:The lamp doesn't have power. It consumes power and outputs lumens of light plus heat energy over the period of time concerned.Power = Energy / time. So Power consumed = 1000 Joules / 20 seconds = 50 Joules per second.1 Watt of power is 1 joule per second
Answer:The lamp doesn't have power. It consumes power and outputs lumens of light plus heat energy over the period of time concerned.Power = Energy / time. So Power consumed = 1000 Joules / 20 seconds = 50 Joules per second.1 Watt of power is 1 joule per secondPower consumed = 50 Watts
Answer:The lamp doesn't have power. It consumes power and outputs lumens of light plus heat energy over the period of time concerned.Power = Energy / time. So Power consumed = 1000 Joules / 20 seconds = 50 Joules per second.1 Watt of power is 1 joule per secondPower consumed = 50 WattsPower usage for consumers is expressed in KW hours So 50 Watts is 0.05 KW in other words 20 of these lamps would need to be lit to consume 1KW of power.
Answer:The lamp doesn't have power. It consumes power and outputs lumens of light plus heat energy over the period of time concerned.Power = Energy / time. So Power consumed = 1000 Joules / 20 seconds = 50 Joules per second.1 Watt of power is 1 joule per secondPower consumed = 50 WattsPower usage for consumers is expressed in KW hours So 50 Watts is 0.05 KW in other words 20 of these lamps would need to be lit to consume 1KW of power.20 seconds is 1/3 of a minute and 0.0055555 hrs. KW hrs = 0.05 x 0.0055555= 0.000277775 KW hours.
Answer:The lamp doesn't have power. It consumes power and outputs lumens of light plus heat energy over the period of time concerned.Power = Energy / time. So Power consumed = 1000 Joules / 20 seconds = 50 Joules per second.1 Watt of power is 1 joule per secondPower consumed = 50 WattsPower usage for consumers is expressed in KW hours So 50 Watts is 0.05 KW in other words 20 of these lamps would need to be lit to consume 1KW of power.20 seconds is 1/3 of a minute and 0.0055555 hrs. KW hrs = 0.05 x 0.0055555= 0.000277775 KW hours.An LED bulb provides 100 Lumens of light per watt so the above lamp is what we call a 5k light giving out 5000 Lumens.
Answer:The lamp doesn't have power. It consumes power and outputs lumens of light plus heat energy over the period of time concerned.Power = Energy / time. So Power consumed = 1000 Joules / 20 seconds = 50 Joules per second.1 Watt of power is 1 joule per secondPower consumed = 50 WattsPower usage for consumers is expressed in KW hours So 50 Watts is 0.05 KW in other words 20 of these lamps would need to be lit to consume 1KW of power.20 seconds is 1/3 of a minute and 0.0055555 hrs. KW hrs = 0.05 x 0.0055555= 0.000277775 KW hours.An LED bulb provides 100 Lumens of light per watt so the above lamp is what we call a 5k light giving out 5000 Lumens.An old incandescent bulb gave out 12–17 averaging 14.5 Lumens per Watt.
Answer:The lamp doesn't have power. It consumes power and outputs lumens of light plus heat energy over the period of time concerned.Power = Energy / time. So Power consumed = 1000 Joules / 20 seconds = 50 Joules per second.1 Watt of power is 1 joule per secondPower consumed = 50 WattsPower usage for consumers is expressed in KW hours So 50 Watts is 0.05 KW in other words 20 of these lamps would need to be lit to consume 1KW of power.20 seconds is 1/3 of a minute and 0.0055555 hrs. KW hrs = 0.05 x 0.0055555= 0.000277775 KW hours.An LED bulb provides 100 Lumens of light per watt so the above lamp is what we call a 5k light giving out 5000 Lumens.An old incandescent bulb gave out 12–17 averaging 14.5 Lumens per Watt.So if the above bulb was this type it would give out 725 Lumens on average.
Explanation:
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