In economics, marginal welfare (MW) equals marginal utility (MU) when the additional satisfaction or benefit derived from consuming one more unit of a good or service is equal to the cost or sacrifice required to obtain that unit. This equilibrium point indicates an optimal allocation of resources, where consumers maximize their total utility. When MW = MU, it suggests that resources are being used efficiently, and any deviation would lead to a loss in overall welfare or utility.
MU= MW x 24(hrs) x 365days) x PLF/1000 where, PLF=plant load factor MW= the value of MW for conversion For example i need to convert 150 MW into MU, if PLF=50% or 0.5. Then, MU= 150MW x 24(hrs) x 365days) x 0.5/1000 = 657MU
150 acre equals to how many Mu in Chinese
1000
z = (x-mu)/sigma So x = sigma*z + mu = 3m*(-3) + 25 = -9m + 25
In electricity, MU stands for "Measurement Unit" and is used to quantify the amount of electricity consumed or produced. MW stands for "Megawatt" and is a unit of power equal to one million watts. MW is commonly used to measure the capacity of power plants or the amount of electricity being generated or consumed at any given moment.
The area under a normal curve with mu = 8 and sigma = 3 is
0.8664
To convert cents per kilowatt-hour (kWh) to dollars per megawatt (MW), you can use the following conversion factors: 1 MW equals 1,000 kW and 1 dollar equals 100 cents. Therefore, to convert cents per kWh to dollars per MW, you multiply the value in cents by 10. For example, if the rate is 10 cents per kWh, it would be equivalent to $100 per MW.
true
It's just rock and roll...
Z = (x-mu)/sigma or 3 = (x - 25)/6 or 18 = x - 25 or x = 42. So, for Z = 3, x = 42.
If the question is to do with a probability distribution curve, the answer is ONE - whatever the values of mu and sigma. The area under the curve of any probability distribution curve is 1.