Lenox: Tslatex Rayanne

Then in your main file:

\begindocument \maketitle

% Matrices \beginpmatrix a & b \ c & d \endpmatrix

\ProvidesPackagerayanne_macros \RequirePackagetslatex \newcommand\indep\perp!!!\perp \newcommand\E\mathbbE \renewcommand\P\mathbbP \DeclareMathOperator\VarVar \DeclareMathOperator\CovCov TsLatex Rayanne Lenox

\enddocument | Problem | Likely Fix | |---------|-------------| | ! Undefined control sequence \bb | Use \mathbb{} or ensure \usepackagebbm | | Missing \argmax | Add \DeclareMathOperator*\argmaxargmax | | Equations too wide | Use \beginalign* ... \endalign* or split lines with \\ | | tslatex.sty not found | Install or place in same folder as .tex file | 7. Quick Reference Card % Math \hat\beta % beta hat \barx % x bar \tilde\theta % theta tilde % Spacing , ; \quad \qquad % small to large spaces ! % negative space

\subsectionPart (a) \beginalign y = \beta_0 + \beta_1 x + \varepsilon \endalign

\subsectionPart (a): Derive the log-likelihood Given $y_i \sim \mathcalN(\mu, \sigma^2)$ i.i.d., the log-likelihood is: Then in your main file: \begindocument \maketitle %

\beginproof This follows from solving $\frac\partial \ell\partial \sigma^2=0$ using \eqrefeq:loglik. \endproof

\sectionMaximum Likelihood Estimation

\subsectionPart (c): Variance estimator \beginalign \hat\sigma^2_MLE = \frac1n\sum_i=1^n (y_i - \bary)^2 \endalign Quick Reference Card % Math \hat\beta % beta

% Text in math \textsubject to % inside \text{}

\begindocument \maketitle