Given the provided Leslie matrix, initial population vector, dominant eigenvalue, and corresponding eigenvector, what conclusion can be drawn about the population dynamics?
a) The population is expected to grow exponentially since the dominant eigenvalue is greater than one.
b) The population is likely to remain stable over time due to the dominant eigenvalue being close to one.
c) The population is expected to decline over time as the dominant eigenvalue is less than one.
d) The stability of the population cannot be determined based on the information provided.
