Introduction

g-exam is a template for Typst, which allows us to create exams. You can create questions and sub-questions, header with information about the academic center, score box, subject, exam, header with student information, clarifications, solutions, watermark with information about the exam model and teacher.

• Scoreboard.
• Scoring by questions and subquestions.
• Student information, on the first page or on all odd pages.
• Question and subquestion.
• Show solutions and clarifications
• List of clarifications.
• Teacher’s Watermark.
• Exam Model Watermark-
• Solution posting.
• Pagination of questions and subquestions.

To begin with, we can show this small example in which the school information, exam header, and configuration to display student information and results table are defined. Afterwards, the questions and sub-questions are defined.

#import "@preview/g-exam:0.4.4": *
#show: exam.with(
  school: (
    name: "Sunrise Secondary School",
    logo: read("./logo.png", encoding: none),
  ),
  exam-info: (
    academic-period: "Academic year 2023/2024",
    academic-level: "1st Secondary Education",
    academic-subject: "Mathematics",
    number: "2nd Assessment 1st Exam",
    content: "Radicals and fractions",
    model: "Model A"
  ),
  show-student-data: "first-page",
  show-grade-table: true,
  clarifications: "Answer the questions in the spaces provided. If you run out of room for an answer, continue on the back of the page."
)
#question(points:2.5)[Is it true that $x^n + y^n = z^n$ if $(x,y,z)$ and $n$ are positive integers?. Explain.] 
#v(1fr)
#question(points:2.5)[Prove that the real part of all non-trivial zeros of the function $zeta(z) "is" 1/2$].
#v(1fr)
#question(points:2)[Compute $ integral_0^infinity (sin(x))/x $ ]
#v(1fr)

#import "@preview/g-exam:0.4.4": *
#show: exam.with(
  school: (
    name: "Sunrise Secondary School",
    logo: read("./logo.png", encoding: none),
  ),
  exam-info: (
    academic-period: "Academic year 2023/2024",
    academic-level: "1st Secondary Education",
    academic-subject: "Mathematics",
    number: "2nd Assessment 1st Exam",
    content: "Radicals and fractions",
    model: "Model A"
  ),
  show-student-data: "first-page",
  show-grade-table: true,
  clarifications: "Answer the questions in the spaces provided. If you run out of room for an answer, continue on the back of the page."
)
#question(points:2.5)[Is it true that $x^n + y^n = z^n$ if $(x,y,z)$ and $n$ are positive integers?. Explain.] 
#v(1fr)
#question(points:2.5)[Prove that the real part of all non-trivial zeros of the function $zeta(z) "is" 1/2$].
#v(1fr)
#question(points:2)[Compute $ integral_0^infinity (sin(x))/x $ ]
#v(1fr)