Isabelle_DOF/examples/simple/MathExam.thy

theory MathExam
  imports "../../ontologies/mathex_onto"
begin

open_monitor*[exam::MathExam] 

text*[idir::Author, affiliation="''CentraleSupelec''"]{*Idir AIT SADOUNE*}

text*[header::Header,examGrade="A1", examSubject= "algebra", examTitle="''Exam number 1''"]
{* Please follow directions carefully and show all your work.*}

section*[exo1 :: Exercise, content="[q1,q2,q3]"]{* Exercise 1.*}
text*[q1::Question, level="twoStars", mark="5"] 
{*
Give an example of each of the following : 
a - a rational number which is not integer.
b - a real number which is not rational.
*}

text*[q2::Question, level="oneStar", mark="5"] 
{*
Write in interval notation : @{term ''-3 < x < 5''}
*}

text*[q3::Question, level="oneStar", mark="5"] 
{* True or false : @{term ''0/8 = 0''} *}

close_monitor*[exam] 

end

(*

section{* Example*}  
 
term "[ @{thm ''refl''}] @ [ @{thm ''sym''}, @{thm ''trans''} ] "
  
text{*
      @{term "[ @{thm ''refl''}] @ [ @{thm ''sym''}, @{thm ''trans''} ]"}} are the theorems
of the equational logic fragment of HOL.
*}
*)