Answer:
If 6 is an interior entry then it has to appear in one of the subwords 165 or 561. If all three of {2,3,4} are on the same side of these the digit 3 has to be in the middle of the three (gives 4 ways). If one of {2,3,4} stands alone it has to be one of 2 and 4 (gives another 8 ways). In all there are 24 admissible words of this kind.
If 6 is the first or last entry the entry next to 6 has to be 1 or 5. The remaining four digits could be arranged in 4!=24 ways, but we have to exclude the 2⋅3!=12 ways containing 24 or 42 as a subword. It follows that there are 2⋅2⋅(24−12)=48 admissible words of this kind.
The total number of admissible words therefore is 72.
Answer:
184 sq cm
Step-by-step explanation:
Is this done or do you still need it answered?
Answer:
He is going need to buy 2 packs of blue sticks and 3 packs of red packs
Step-by-step explanation:
