Can someone figure out the code for this in LaTex? It needs to look like this. T
ID: 3028595 • Letter: C
Question
Can someone figure out the code for this in LaTex? It needs to look like this. This is the output.
Edit: I want to know what the LaTex code is in order to produce an output similar to this sample file below. Basically, the LaTex code has to look similar to the file below.
This is My First LaTeX File Name February 20, 2017 Please produce a file exactly as below, except for the name and date 1 Math Symbols Definition 1 Define fa(z) n 20 to be the infinite sequence of in functions z satisfying For s 20. Then (a" +1) and b Bs) A Theorem Theorem 1 For n 2, lc(fa(z) 1 if n is even n--1 if n is odd 3 Type a Matrix 1 1 0 0 0 0 1 1 1 0 0 0 0 0 0 1 1 1 0 0 0 0 1 1 nXn.Explanation / Answer
documentclass[12pt]{article}
%usepackage[centertags]{amsmath}
%usepackage{amsfonts}
usepackage{amssymb}
usepackage{amsmath}
%usepackage{amsthm}
%usepackage{newlfont}
parindent 0.5 cm
makeatletter oddsidemargin -.1in evensidemargin -.1in
% extwidth 16cm opmargin 0.0cm extheight 20.5cm
extwidth 11.5cm opmargin 0.0cm extheight 19.5cm
setlength extheight{9.25in} setlength extwidth{6.75in}
setlength opmargin{0.0in}
ewcommand{doublespacing}{letCS=@currsize enewcommand{aselinestretch}{1.5} inyCS}
egin{document}
ewcommand{ea}{egin{eqnarray}}
ewcommand{eea}{end{eqnarray}}
ewcommand{ n}{ onumber}
ewcommand{ee}{egin{eqnarray*}}
ewcommand{eee}{end{eqnarray*}}
doublespacing space{5cm}
itle{f This is My First LaTeX File }
uthor{}
date{}
maketitle {}
space*{0.5in}
section{f Math Symbols}
f{Definition 1} Define ${f_n(x)}_{n geq 0}$ to be the
infinite sequence of functions in $x$ satisfying
egin{eqnarray*}
f_n(x)=f_{n-1}(x)+x f_{n-2}(x).
end{eqnarray*}
For $sgeq 0.$ Then
$ a_s= rac{1}{sqrt{1+4x}}(lpha^{s+1}-eta^{s+1})$ and ~~ $
b_s= rac{1}{sqrt{1+4x}}(lpha^{s}-eta^{s}).$
section{A Theorem}
f{Theorem 1} For $n>2,$
egin{gather*}
lc(f_n(x))= egin{cases} 1 ~~if~~ n ~~is~~ even \
rac{n+1}{2} ~~if ~~n~~ is~~ odd end{cases}
end{gather*}
section{Type a Matrix}
$B_n=egin{pmatrix}
1&1 &0 &0&cdots&0&0 \
1&1 &1 &0&cdots&0&0 \
0&1 &1 &1&cdots&0&0 \
dots& dots & dots & dots&ddots& dots& dots \
0&0 &0 &0&cdots&1&1\
end{pmatrix}_{n imes n}$
end{document}