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For a particular​ event, 250 tickets were sold for a total of ​$758.  If students paid ​$2 per ticket and nonstudents paid ​$5 per​ ticket, how many how many of each type of  ticket was​ sold? Show all work on your paper.   NO WORK = NO POINTS  NO CREDIT FOR GUESS & CHECK [1] student tickets and [2] nonstudent tickets.

For a particular​ event, 701 tickets were sold for a total of ​$2873.  If students paid ​$3 per ticket and nonstudents paid ​$5 per​ ticket, how many of each type of  ticket was​ sold? Show all work on your paper.   NO WORK = NO POINTS  NO CREDIT FOR GUESS & CHECK [1] student tickets and [2] nonstudent tickets.

Write a geometric sequence that has a first term of 2 and a ratio of 3  [1] , [2] , [3] , [4] , [5] , [6]

Remember:  NO TALKING Academic Dishonesty can result in FAILURE of the ENTIRE COURSE.  Make sure that BOTH hands are visible to the camera at all time. Make sure that you do NOT block the view of your hands, paper, and work area from the camera.  

A sequence follows the pattern similar to that of the Fibonacci Sequence.  The first 2 terms are given.  Find the next 3 terms. 4 , 7, [a], [b], [c]

The 14 digits of a credit card are written in the boxes shown. If the sum of any three consecutive digits is 16​, what is the value of​ A? A 5 5 2   A = [1]

Determine the next 2 terms in the following sequence: 243 ,   -81  ,   27  ,   -9  ,    [1]   ,  [2]

Examine the following sequence of ball pyramids: How  many red balls will be needed to make the 155th pyramid?

A sequence follows the pattern similar to that of the Fibonacci Sequence.  The first 2 terms are given.  Find the next 3 terms. 2 , 4, [a], [b], [c]

Find  the sum of the following arithmetic sequence. 78 + 86 + 94 + . . . + 7598 SHOW ALL WORK ON YOUR PAPER NO WORK = NO POINTS                   NO CREDIT FOR GUESS & CHECK The sum is [1]