I am thinking of a number.  I add thirty-seven to it, then double it, then subtract forty-four from it, then divide it by six, and finally subtract one.  Now I have sixty-five.  What was my original number?

I am thinking of a number.  I add eight to it.  Then I multiply this sum by 4.  Then divide this product by three.  Finally, I subtract seventy-one.  Now I have twenty-nine.   What was my original number?

Given the following arithmetic sequence: 8 , 25 , 42 , 59 ,  . . . a.  Find the nth term:     an = [1]      simplify completely b.  Find the 308th term  [2]

Find  the sum of the following arithmetic sequence. 45 + 54 + 63 + . . . + 4113 SHOW ALL WORK ON YOUR PAPER NO WORK = NO POINTS                   NO CREDIT FOR GUESS & CHECK The sum is [1]

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

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.

You have three times as many quarters as dimes and the total amount of money is $6.80. How many quarters and dimes do you have? Show all work on your paper.   NO WORK = NO POINTS  NO CREDIT FOR GUESS & CHECK On your paper, be sure to complete the following to earn all the points. a.  Clearly assign an algebraic expression to each type of coin (use only ) b.  Write an algebraic equation modeling the problem  NO EQUATION = NO POINTS      c.  Solve d.  Input your answers below. You have [1] quarters and [2] dimes.

Find  the sum of the following arithmetic sequence. 85 + 97 + 109 + . . . + 7717 SHOW ALL WORK ON YOUR PAPER NO WORK = NO POINTS                   NO CREDIT FOR GUESS & CHECK The sum is [1]

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

For a particular​ event, 732 tickets were sold for a total of ​$4881.  If students paid ​$5 per ticket and nonstudents paid ​$8 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.