On Sunday evening, Eric posts a video to the internet that is viewed 15 times by the end of the day. On Monday, the number of views doubles. The number of views continues to double on every weekday, Monday through Friday, and then triples on each day of the weekend, Saturday and Sunday. If this pattern continues, with his number of views doubling on weekdays and tripling on weekend days, how many views will his video have at the end of the 17th full day?
A. \(2^{13}3^55\)
B. \(15+13\cdot2+ 4*3\)
C. \(15\cdot2^{14}3^3\)
D. \(2^{13}3^4\)
E. \(15*6^{17}\)
Are You Up For the Challenge: 700 Level Questions![]()
A. \(2^{13}3^55\)
B. \(15+13\cdot2+ 4*3\)
C. \(15\cdot2^{14}3^3\)
D. \(2^{13}3^4\)
E. \(15*6^{17}\)
Are You Up For the Challenge: 700 Level Questions