A new high school opens in a thriving suburban community. The number of students signed up to attend the school in its first year is 532, and the population of students is predicted to increase at a rate of 16% per year.
Which inequality can the high school use to determine the number of years, $t$, until the student population is larger than 2,025?
A$2,025(0.916)^t < 532$; 16 years
B$532(1.16)^t > 2,025$; 10 years
C$2,025(0.84)^t < 532$; 8 years
D$532(1.084)^t > 2,025$; 17 years
Which inequality can the high school use to determine the number of years, $t$, until the student population is larger than 2,025?
A$2,025(0.916)^t < 532$; 16 years
B$532(1.16)^t > 2,025$; 10 years
C$2,025(0.84)^t < 532$; 8 years
D$532(1.084)^t > 2,025$; 17 years