Here,`x_(P) = 200, n_(s) = 1000 , E_(s) = 1000 V`,
`P = 9 kW = 9000 W`
`E_(P) = ?, H = ?, R_(P) = 0.2 Omega, eta = 90%`
As `(E_(s))/(E_(P)) = (n_(s))/(n_(P)) = (1000)/(200) = 5`
`:. E_(P) = (E_(s))/(5) = (1000)/(5) = 200 V`
From `eta = (P_(0))/(P_(i)) , P_(i) = (P_(0))/(n) = 10 kW`
`:. I_(P) = (1000)/(200) = 50 A`
Energy loss in primary
`= I_(P)^(2) xx R_(P) = (50)^(2) xx 0.2 = 500 W`