1. Solve for P, Given Only V and R.Solution:
Given only the KWH, H and R how will you get the Voltage and Current... (JA[0] solved this in 10 mins. )I = V/RV = IRGiven is KWH H and RKW = KWH/H //Convert Kilowatt-hour to Kilowatts1 KW = 1000Watts //convert Kilowatts to WattsKW = W*1000 //conversionW = (I*I)R //derive from P = (I*I)R which is power(W = (I*I)R)/R //divide both sides by R which is the resistanceW/R = (I*I) // this is the answerI√(I*I) = √W/R //Square Root both sidesI =√(W/R) //the answerV = IR //GivenP = VI //given only the Resistance and the power that is the powerV = P/I // we conclude that V = P/II = √W/R // our answerV = (P/(√P/R)) //the final answerAre you satisfied? if not then leave a comment..
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Given only the KWH, H and R how will you get the Voltage and Current... (JA[0] solved this in 10 mins. )
I = V/R
V = IR
Given is KWH H and R
KW = KWH/H //Convert Kilowatt-hour to Kilowatts
1 KW = 1000Watts //convert Kilowatts to Watts
KW = W*1000 //conversion
W = (I*I)R //derive from P = (I*I)R which is power
(W = (I*I)R)/R //divide both sides by R which is the resistance
W/R = (I*I) // this is the answerI
√(I*I) = √W/R //Square Root both sides
I =√(W/R) //the answer
V = IR //Given
P = VI //given only the Resistance and the power that is the power
V = P/I // we conclude that V = P/I
I = √W/R // our answer
V = (P/(√P/R)) //the final answer
Are you satisfied? if not then leave a comment..
Post a Comment