Construct a DFA that recognises L$1\backslash$cup L$2.$ In all parts $\backslash$Sigma $=\{0,1\}.[7$ marks$]$

$1.$ L$1=\{$w$|$w contains even number of $0$s$\}$

$2.$ L$2=\{$w$|$w contains odd number of $1$s$\}$