Here, `N_(1) = 400, N_(2) = 700`
`I_(1) = 3.5 A phi_(1) = 300 xx 10^(-6) Tm^(2)`
`phi_(2) = 900 xx 10^(-6) Tm^(2)`
`M = (N_(2) phi_(2))/(I_(1)) = (700 xx 90 xx 10^(-6))/(3.5) = 1.8 xx 10^(-2) H`
`L_(1) = (N_(1) phi_(1))/(I_(1)) = (400 xx 300 xx 10^(-6))/(3.5) = 3.43 xx 10^(-2) H`
`e_(2) = M ((dI_(1))/(dt)) = 1.8 xx 10^(-2) xx (0.5)`
`= 9 xx 10^(-3) V`