Alex recently graduated from college and has the good fortune to be offered two jobs. Both jobs require Alex to move away from Dayton, Ohio. Alex has thoroughly researched both employers and knows that both companies have excellent job security histories. The first job is in Louisville, Kentucky. The starting salary will be $40,000. This employer has a history of offering annual raises of $2000 for the first 10-12 years of employment. The second job is in Nashville, Tennessee. The starting salary will be $36,000. This employer has a history of offering annual raises of 5% for the first 10-12 years of employment. Write an equation for Alex's expected salary over the next several years if he takes the job in Nashville. Use N to represent his expected salary in Nashville. Use y to represent the number of years of experience Alex has on the job. O a. O b. Time left 1.119 N=36,000(1.05)^y O d. N=36,000^y (1.05) 0 с. N=36,000(1.05)#y N=36,000(0.05)^y
Alex recently graduated from college and has the good fortune to be offered two jobs. Both jobs require Alex to move away from Dayton, Ohio. Alex has thoroughly researched both employers and knows that both companies have excellent job security histories. The first job is in Louisville, Kentucky. The starting salary will be $40,000. This employer has a history of offering annual raises of $2000 for the first 10-12 years of employment. The second job is in Nashville, Tennessee. The starting salary will be $36,000. This employer has a history of offering annual raises of 5% for the first 10-12 years of employment. Write an equation for Alex's expected salary over the next several years if he takes the job in Nashville. Use N to represent his expected salary in Nashville. Use y to represent the number of years of experience Alex has on the job. O a. O b. Time left 1.119 N=36,000(1.05)^y O d. N=36,000^y (1.05) 0 с. N=36,000(1.05)#y N=36,000(0.05)^y
Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter3: Linear And Nonlinear Functions
Section3.7: Piecewise And Step Functions
Problem 30PPS
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