Cracking the SAT  10 min

                         

  1. Five distinct points lie in a plane such that 3 of the points are on line l and 3 of the points
    are on a different line, m. What is the total number of lines that can be drawn so that each
    line passes through exactly 2 of these 5 points ?

     

  2. The first five terms of a sequence are shown here: 1, 2, 1, -1, -2…
    After the second term, each term can be obtained by subtracting from the previous term the term
    before that. For example, the third term can be obtained by subtracting the first term from the second term.
    What is the sum of the first 36 terms of the sequence?

     

  3. The angles of a quadrilateral have measure 90°, 90°, 100° and n°.
    What is n?

     

  4. All of the members of Club M also belong to Club P. Club P has exactly 20 members.
    How many members in Club M?

     

  5. At a certain high school, 30 students study French, 40 study Spanish, and 25 study neither.
    If there are 80 students in the school, how many study both French and Spanish?