The first term of a series consisting of six terms is m 0 m^0 m 0 . The second term is the smallest even prime number. The third term is the cube of t...
Question
The first term of a series consisting of six terms is . The second term is the smallest even prime number. The third term is the cube of the second term. The fourth term is the square of the third term. The fifth term is 16 times the fourth term. (Here, is a natural number.)
If another series starts with $1.5$ and follows the same pattern of multiplication as the original series, what is the fourth term of this new series?