The correct option is B 216
[8×(1)³], (1)³, [8×(2)³], [3]³, [8×(3)³], (5)³
The sequence is comprised of multples of 8 in the odd places and the other alternate numbers or the numbers in the even places are cube roots of odd numbers.
Multiples of 8 are also in an interesting sequence. 8 is multiplied by the cube roots of all numbers. 8 is multiplied to 1 cube giving 8 as the first number of this sequence. 8 is multiplied to 2 to the power 3 giving 64. So the third number would be 8 multiplied by 3 to the power 3 giving 8×27=216
Hence option A is the correct answer.