XL=XC
The sum of the Roman numerals: V+XL+XLV = XC (90)
Load of a series R-L-C circuit is given by R+j(XL-XC). where R=resistance,XL=reactance,Xc=reactance. Load will be capacitive if (XL-XC)<0. or, XC>XL or,1/(wC)>wL [w=2*pi*n where n=frequency,C=capacitance,L=inductunce] therefore n<1/(2*pi*sqrt(LC))
ripple factor:=21/2 /3 *Xc/XL
Z=(R^2+(Xl*Xc)^2)^1/2 impedance equcation
XL=Xc is the resonance condition for an RLC circuit
VI
Extra large or in terms of Roman numeral XL = 50-10 = 40
XL
The size 2 XL in ladies transfers to a 1 XL in women's sizes. This will transfer to an XL in men's sizes.
7000 of them.
Power to be transmiteed is calculated by using following formula P= (E1*E2/ X)*sin(delta) X= Line reactance = XL-Xc XL= Inductive Reactance Xc=Capacitive Reactance P= Power to be transmitted. Thus , Increament in delta increase P Decreament in X increases P For this we use series, parallel, Combination of both compensation FACTS Devices.