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I hope you can answer the questionstep by step explanation also |
| Answer» ASSUMING that each CALENDAR date is also a square, then what you are DESCRIBING is TWO consecutive dates followed by two more consecutive dates a week later. Allow the first date to be N, that gives us:n+(n+1)+(n+7)+(n+8)=80 ⟹(4n+16)−16=80−16 ⟹4n4=644 n=16 n+1=17 n+7=23 | |