Give states, alphabet, tranisions, start, and accept for each part please! In all parts, the

alphabet is $\{0,1\}.$

b$.\{$w$|$ w contains at least three $1$s$\}$

c$.\{$w$|$ w contains the substring $0101($i$.$e$.,$ w $=$ x$0101$y for some x and y$)\}$

d$.\{$w$|$ w has length at least $3$ and its third symbol is a $0\}$

e$.\{$w$|$ w starts with $0$ and has odd length, or starts with $1$ and has even length$\}$

f$.\{$w$|$ w doesn$$t contain the substring $110\}$

g$.\{$w$|$ the length of w is at most $5\}$

h$.\{$w$|$ w is any string except $11$ and $111\}$

i$.\{$w$|$ every odd position of w is a $1\}$

j$.\{$w$|$ w contains at least two $0$s and at most one $1\}$

k$.\{\backslash$epsi $,0\}$

l$.\{$w$|$ w contains an even number of $0$s$,$ or contains exactly two $1$s$\}$

m$.$ The empty set

n$.$ All strings except the empty string