diff --git a/IITDH-ExamTemplate.tex b/IITDH-ExamTemplate.tex
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+%\documentclass[addpoints]{exam}
+\documentclass[addpoints, answers]{exam}
+%& -job-name=XYZ
+
+\usepackage[utf8]{inputenc}
+\usepackage{amsmath}
+\usepackage{cleveref}
+\usepackage[siunitx, american]{circuitikz}
+\usepackage{siunitx}
+\usepackage{lastpage}
+%\input{cedtcommands.tex}
+
+\footer{}{\thepage/\pageref{LastPage}}{}
+%\boxedpoints
+\bracketedpoints
+\pointsinrightmargin
+
+%-------------------------------------------------------------
+\begin{document}
+%This code creates the text before the first question
+%-------------------------------------------------------------------
+\pagenumbering{arabic} \setcounter{page}{1}
+
+\vspace{-10mm}
+\begin{center}
+\includegraphics[width=0.5\textwidth]{Logo-BW_-Wide.png}
+\end{center}
+\begin{center}\textbf{\LARGE{EE101 Spring 2021 Exam 1} }\end{center}
+\begin{center}{Instructor: Dr. Abhijit Kshirsagar \\({username@domain.academic})}\end{center}
+\small
+\begin{center}
+	%Date and Time
+	March 16, 2020, 8am - 10am
+\end{center}
+
+\vspace{5mm}
+
+\makebox[\textwidth]{\large Full Name (all caps):\hspace{2mm}\enspace\hrulefill}
+
+\vspace{7mm}
+
+\makebox[\textwidth]{\large Roll Number / ID (all caps):\enspace\hrulefill}
+
+\vspace{5mm}
+
+{
+	\large
+\textbf{Instructions:}
+\normalsize
+\begin{enumerate}
+	\item Modify this text block to add all the instructions.
+	\item The front page is designed to have just the instructions - questions begin on the next page.
+	\item Put away all bags, books, notebooks, cellphones, laptops, tablets, smartwatches, etc.
+	\item Only ONE A4 or letter sized crib sheet for formulae or notes is allowed.
+	\item Scientific/programmable calculators are allowed.
+	\item Write your answers clearly and legibly in the space provided.
+	\item Points will be awarded for correct formulae, intermediate steps and working.
+	\item Use the provided paper for rough work if needed.
+	\item If any data are missing, make reasonable assumptions and state the same with justification.
+	\item This exam booklet	 has a total of {\numquestions}~questions on \pageref{LastPage} pages.
+	\item The exam consists of three sections worth 25 points, 25 points and 50 points respectively.
+	\item Points for each question are indicated in square brackets in the right margin.
+	\item For multiple choice questions, select the \textbf{best option} or \textbf{all correct answers}, as appropriate,
+	and write your response in the space below each question, e.g. \textbf{A} or \textbf{A,B,D}
+	\item For fill-in-the-blank questions write the answer in the corresponding blank space.	
+\end{enumerate}
+}
+\normalsize
+
+\clearpage
+%-------------------------------------------------------------------
+
+%Here, the questions begin
+\begin{questions}
+\fullwidth{\Large \textbf{Section 1: \pointsinrange{grsec1} Points}}
+\begingradingrange{grsec1}
+\input{section1}
+\endgradingrange{grsec1}
+
+%\clearpage
+\fullwidth{\Large \textbf{Section 2: \pointsinrange{grsec2} Points}}
+\begingradingrange{grsec2}
+\input{section2}
+\endgradingrange{grsec2}
+
+\clearpage
+\fullwidth{\Large \textbf{Section 3: \pointsinrange{grsec3} Points}}
+\begingradingrange{grsec3}
+\input{section3}
+\endgradingrange{grsec3}
+
+\end{questions}
+
+\clearpage
+\begin{center}
+	\Large{\textbf{Do not write on this page.}}\\
+	\vspace{10mm}
+	\hrule
+	\vspace{0.25in}
+	
+	
+	\underline{Section 1}\\
+	\vspace{5mm}
+	\setlength{\doublerulesep}{0.25in}
+	\multirowpartialgradetable{2}{grsec1}[questions]
+	
+	
+	\vspace{0.25in}
+	%\hrule
+	\vspace{0.25in}
+	
+	\underline{Section 2}\\
+	\vspace{5mm}	
+	\multirowpartialgradetable{1}{grsec2}[questions]
+	
+	\vspace{0.25in}
+	%\hrule
+	\vspace{0.25in}
+	
+	\underline{Section 3}\\
+		\vspace{5mm}
+	\multirowpartialgradetable{1}{grsec3}[questions]
+	
+\end{center}
+\cfoot{{\thepage/\pageref{LastPage}} \\ This exam was created with the `exam' class of \LaTeX}
+\end{document}
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diff --git a/section1.tex b/section1.tex
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+%\fullwidth{
+%Instructions:
+%
+%For multiple choice questions select the \textbf{best option} or \textbf{all correct answers}, as appropriate.
+%and write your response in the space below each question, e.g. \textbf{A} or \textbf{A,B,D}
+%\\For fill-in-the blank questions write the answer in the space provided.
+%}
+%
+%\vspace{5mm}
+%} 	
+	%Concept:
+	\question[1]This a multiple-choice question with a single answer. Which among the following is the largest integer?
+	\begin{choices}
+		\choice 1
+		\choice 2
+		\choice 3
+		\CorrectChoice 4
+	\end{choices}
+	\answerline
+%	\vspace{1mm}
+
+	\question[1]This is a True / False Question. Is two greater than one?: 
+\begin{choices}
+	\CorrectChoice True
+	\choice False
+\end{choices}
+\answerline
+%\vspace{5mm}
+
+\question[1] Multiple-choice questions can have more than one correct option also. Identify all the positive number from the following:
+\begin{choices}
+	\CorrectChoice 1
+	\choice -1
+	\CorrectChoice 2
+	\choice -2
+\end{choices}
+\answerline
+\vspace{5mm}
+
+\question[1] This is a fill-the-blanks question. Complete the following series:
+One, three, \fillin[five][1in], seven, \fillin[nine][1in], eleven.
+%\begin{solutionbox}[2in]
+%Acceptable answers: Transmission, Distribution, Protection or any other reasonable answer.	
+%\end{solutionbox}
+\vspace{5mm}
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diff --git a/section2.tex b/section2.tex
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+\question[1]These are some examples of numerical problems. A 1\si{\kilo\watt} load runs continuously for one day. Find the total energy drawn in \si{\kilo\joule}.
+\begin{solutionorbox}[2in]
+	Total Energy = Power x time\\
+	$=1\si{\kilo\watt}\times24\si{\hour}$\\
+	$=1000\si{\watt}\times24\times60\times60\si{\sec}$\\
+	$=86400\si{\kilo\joule}$
+\end{solutionorbox}
+
diff --git a/section3.tex b/section3.tex
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+\question[10] These are some ``long form" questions. A PV Panel is found to have a maximum power point of 34.1V and 9.83A when tested at STC (1kW/m\textsuperscript{2}), and has a stated efficiency of 19.6\%.
+Estimate the active area of this panel (i.e. the area of semiconductor that light falls on) in \si{\meter\squared}.
+
+\begin{solutionorbox}[7.75in]
+At Standard test conditions, the incident radiant energy is 1kW/m\textsuperscript{2}.
+Assume that the area of the panel is $A$. The radiant power falling on this panel, i.e. incident power, is therefore:
+\begin{equation*}
+P_\text{incident}= 1\text{kW}/m^2 * A
+\end{equation*}
+The output power is just the incident power times the efficiency:
+\begin{equation*}
+P_\text{output}= 1\text{kW}/m^2 * A * \eta
+\end{equation*}
+Where efficiency $\eta=(19.6/100)$.
+
+The maximum output power can be determined from the maximum power point details:
+Pout
+\begin{equation*}
+P_\text{out}= V_{oc}*I_{sc}.
+\end{equation*}
+Thus, equating the two values of P\textsubscript{out}, we can calculate $A$:
+
+\begin{equation*}
+A= (V_{oc}*I_{sc})/(\eta * 1kW/m^2) = 1.71 m^2 = 18\text{\ square feet}.
+\end{equation*}
+\end{solutionorbox}
+
+\clearpage
+
+\question[10] This is a question that requres a graph / plot as the response. The graph can be generated in \TeX. A PV Panel has a maximum power point of 34.1V and 9.83A when tested at STC (standard testing conditions) and a fill factor of 83.8\%. The open circuit voltage is found to be 40\si{\volt}. Compute the short circuit current for this panel and then sketch the VI curve, and label the maximum power point.
+\fillwithgrid{8in}
+\clearpage
+
+\question This is an example of a complex, multi-part question with multiple types of sub-parts. A user wants to connect an inductive load (Z) with a rating of 10kW and a power factor of 0.5 to the utility supply, as shown in the figure below. The supply voltage is $v_g(t) = 170\sin({\omega t + 0^\circ})$ , with a frequency of 60Hz.
+\begin{figure}[h]
+	\centering
+	\begin{circuitikz}[scale=0.7]
+		\draw
+		(0,0) 	to[sinusoidal voltage source, , v_<=$v_g(t)$] (0,4)
+		to[short,i=${i_g(t)}$]  (5,4)
+		%(5,0) to[I, color=blue,  *-*, l=$i_c(t)$] (5,4)
+		(5,4) -- (7,4)
+		to[european resistor, l=$Z$] (7,0) -- (0,0);
+	\end{circuitikz}
+	%\caption*{Problem 1}
+	\label{fig:prob1}
+\end{figure}
+\begin{parts}
+	\part[5] Calculate values of P, Q and S (with the appropriate units):
+\begin{solutionorbox}[4in]
+	Given that P is 10kW and $cos\theta=0.5$ therefore current lags voltage by $60^\circ$.
+	
+	Magnitude of apparent power is therefore P/$\cos60^\circ$=20kVA.
+	
+	Therefore $Q=S\sin\theta=17.32\text{kVAR}$.
+	
+	Since the load is inductive, Q has a positive value.
+\end{solutionorbox}
+\vspace{5mm}
+P = \fillin[10kW][2in]
+\vspace{2mm}
+
+Q = \fillin[17.32kVAr][2in]
+\vspace{2mm}
+
+S = \fillin[20kVA][2in]
+
+\part[5]Draw the power triangle for this load. You can change the spacing of the grid too:
+\vspace{5mm}
+\setlength{\gridsize}{\dimexpr.025\linewidth-41\gridlinewidth}   
+\fillwithgrid{3in}
+\clearpage
+
+\part[5] Calculate the net impedance now.
+\begin{solutionorbox}[3.5in]
+	The net impedance is the parallel combination of the capacitor's impedance and the existing load.
+	We found that $Z=0.181 +0.313j$. The impedance of the newly added capacitor is:
+	\[X_C = \cfrac{1}{j\omega C} = -0.4171j \Omega \]
+	Therefore net impedance is:
+	\[ X_C || Z = \cfrac{ZX_C}{Z+X_C} = 0.7222 - 0.0027j\Omega \approx 0.7222\Omega \]
+\end{solutionorbox}
+
+\part[5] What is the power factor seen by the grid after the capacitor is installed?
+\begin{solutionorbox}[2in]
+	The power factor is now nearly unity.
+	
+	Phase angle is about 0.2 degrees which for all practical purposes is almost zero.
+\end{solutionorbox}
+\end{parts}	
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