Include exams documentation

docs/pages/exams/exams.markdown

@@ -0,0 +1,85 @@
+---
+layout: default
+title: Exams
+nav_order: 4
+has_children: true
+has_toc: false # on by default
+nav_exclude: false
+---
+# Exams create
+
+Exams create
+
+
+[![Example LaTex Mit template](assets/exam-latexmit-example.png){: width="450" }](../assets/exam-latexmit-example.pdf)
+
+<!-- [Download pdf LaTex Mit template](assets/exam-latexmit-example.pdf)   -->
+
+[Edit example in typst.app](https://typst.app/project/rRYcxOVDv6fubPsGL0m43B)
+
+
+<!-- {% highlight typ %}
+#import "@preview/g-exam:0.4.0": *
+
+#show: g-exam.with(
+  author: (
+    name: "Ferdinand Eisenstein", 
+    email: "[email protected]", 
+    watermark: "Teacher: Ferdinand",
+  ),
+{% endhighlight %} -->
+
+```python
+#import "@preview/g-exam:0.4.0": *
+
+#show: g-exam.with(
+  author: (
+    name: "Ferdinand Eisenstein", 
+    email: "[email protected]", 
+    watermark: "Teacher: Ferdinand",
+  ),
+```
+
+```typst
+#import "@preview/g-exam:0.4.0": *
+
+#show: g-exam.with(
+  author: (
+    name: "Ferdinand Eisenstein", 
+    email: "[email protected]", 
+    watermark: "Teacher: Ferdinand",
+  ),
+  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"
+  ),
+  
+  language: "en",
+  decimal-separator: ",",
+  date: "November 21, 2023",
+  show-student-data: "first-page",
+  show-grade-table: false,
+  question-points-position: left,
+  clarifications: "Answer the questions in the spaces provided. If you run out of room for an answer, continue on the back of the page."
+)
+
+#g-question[Is it true that $x^n + y^n = z^n$ if $(x,y,z)$ and $n$ are positive integers?. Explain.] 
+#v(1fr)
+
+#g-question[Prove that the real part of all non-trivial zeros of the function $zeta(z) "is" 1/2$].
+#v(1fr)
+
+#g-question[Compute
+$ integral_0^infinity (sin(x))/x $
+]
+#v(1fr)
+
+```

docs/pages/exams/grade-table.markdown

@@ -0,0 +1,86 @@
+---
+layout: default
+title: Grade table
+nav_order: 2
+parent: Exams
+has_children: true
+has_toc: false # on by default
+nav_exclude: false
+---
+# Grade table
+
+Grade table in exam.
+
+
+[![Example LaTex Mit template](assets/exam-latexmit-example.png){: width="450" }](../assets/exam-latexmit-example.pdf)
+
+<!-- [Download pdf LaTex Mit template](assets/exam-latexmit-example.pdf)   -->
+
+[Edit example in typst.app](https://typst.app/project/rRYcxOVDv6fubPsGL0m43B)
+
+
+<!-- {% highlight typ %}
+#import "@preview/g-exam:0.4.0": *
+
+#show: g-exam.with(
+  author: (
+    name: "Ferdinand Eisenstein", 
+    email: "[email protected]", 
+    watermark: "Teacher: Ferdinand",
+  ),
+{% endhighlight %} -->
+
+```python
+#import "@preview/g-exam:0.4.0": *
+
+#show: g-exam.with(
+  author: (
+    name: "Ferdinand Eisenstein", 
+    email: "[email protected]", 
+    watermark: "Teacher: Ferdinand",
+  ),
+```
+
+```typst
+#import "@preview/g-exam:0.4.0": *
+
+#show: g-exam.with(
+  author: (
+    name: "Ferdinand Eisenstein", 
+    email: "[email protected]", 
+    watermark: "Teacher: Ferdinand",
+  ),
+  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"
+  ),
+  
+  language: "en",
+  decimal-separator: ",",
+  date: "November 21, 2023",
+  show-student-data: "first-page",
+  show-grade-table: false,
+  question-points-position: left,
+  clarifications: "Answer the questions in the spaces provided. If you run out of room for an answer, continue on the back of the page."
+)
+
+#g-question[Is it true that $x^n + y^n = z^n$ if $(x,y,z)$ and $n$ are positive integers?. Explain.] 
+#v(1fr)
+
+#g-question[Prove that the real part of all non-trivial zeros of the function $zeta(z) "is" 1/2$].
+#v(1fr)
+
+#g-question[Compute
+$ integral_0^infinity (sin(x))/x $
+]
+#v(1fr)
+
+```

docs/pages/student-data/student-data.markdown → docs/pages/exams/student-data.markdown

@@ -1,7 +1,8 @@
 ---
 layout: default
 title: Student data
-nav_order: 3
+nav_order: 1
+parent: Exams
 has_children: true
 has_toc: false # on by default
 nav_exclude: false