For his phone service, Sam pays a monthly fee of $14, and he pays an additional $0.07 per minute of use. The least he has been charged in a month is $88.97. What are the possible numbers of minutes he has used his phone in a month? Use m for the number of minutes, and solve your inequality for m.

Janie charges $8 an hour to babysit with an additional flat fee of $15 for each babysitting job. She wants to purchase a new game system that will cost her $139 40. Write an inequality to show the least number of complete hours she needs to babysit to purchase the game system if she has one job scheduled. Solve the inequality that you created in Part A. Janie is considering changing her rate to S12.00 an hour with no flat fee. What effect would this change have on the hours that Janie needs to work to buy the gaming system? What conclusions can you draw about Janie charging the flat fee and not charging the flat fee?

Josh wants to figure out how far he can run in 30 minutes or less. He averages 8 minutes to run a mile. What inequality can he use to solve this problem?

adrian is a millenial, meaning he was born between 1981 and 1996.  his cousin, bella, is 3 years older that half adrian's age.  is it possible that bella is a millenial? x is adrian's age and y is bella's age.  write equation that describes the relationship between adrian's and bella's age. use algebra to solve for Adrian's age in terms of Bella's age. (solve for X) write an inequality in terms of x which describes Adrian's age rewrite the previous inequality using the variable y.  (what can you replace x with?)  Solve this inequality to find the possible range for Bella's age.       How do you determin Adrian's possible age range when writing the inequality in part (c)? Could Bella be a millenial?  why or why not?