Let `log_2N=a_1+b_1,log_3N=a_2+b_2` and `log_5N=a_3+b_3`, where `a_1,a_2,a_3notin1` and `b_1,b_2 b_3notin [0,1)`. If `a_1=6,a_2=

Let `log_2N=a_1+b_1,log_3N=a_2+b_2` and `log_5N=a_3+b_3`, where `a_1,a_2,a_3notin1` and `b_1,b_2 b_3notin [0,1)`.
If `a_1=6,a_2=4` and `a_3=3`,the difference of largest and smallest integral values of N, is
A. 2
B. 8
C. 14
D. 20

Let `log_2N=a_1+b_1,log_3N=a_2+b_2` and `log_5N=a_3+b_3`, where `a_1,a_2,a_3notin1` and `b_1,b_2 b_3notin [0,1)`. If `a_1=6,a_2=4` and `a_3=3`,the dif

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