Answer:
Two possible ways are:
2 boxes, 7 packs and 6 single markers
2 boxes 6 packs and 16 single markers.
Step-by-step explanation:
Consider the provided information.
We have 276 markers. Each box has 10 packs, and each pack has 10 markers
We need to put 276 markers in boxes packs or single.
One possible way is:
Each box has 10 packs, and each pack has 10 markers; it means each box holds 10(10) = 100 markers.
Two boxes contains 2(100) = 200 markers.
Now the markers left are:
276-200 = 76 markers.
Each pack has 10 markers, therefore 7 packs would be 7(10) = 70 markers. This would leave
76-70 = 6 markers.
So, the one possible way is 2 boxes 7 packs and 6 single markers.
Way 2:
If we choose to use 2 boxes and 6 packs, this would be
2(100) + 6(10) = 200 + 60 = 260 markers,
This would leave
276-260 = 16 markers.
The another possible way is 2 boxes 6 packs and 16 single markers.
The required figure is shown below: