It turns out that in the Balinese calendar, to specify a day, it is sufficient to specify the position of the day in just the five, six, and seven day weeks. Thus, we specify a day by the notation (a5,b6,c7 ), where 1≤a≤5,1≤b≤6,1≤c≤7. Find the minimum number of days between the day (25,36,57) and (55,26,47)
It turns out that in the Balinese calendar, to specify a day, it is sufficient to specify the position of the day in just the five, six, and seven day weeks. Thus, we specify a day by the notation (a5,b6,c7 ), where 1≤a≤5,1≤b≤6,1≤c≤7. Find the minimum number of days between the day (25,36,57) and (55,26,47)
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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It turns out that in the Balinese calendar, to specify a day, it is sufficient to specify the position of the day in just the five, six, and seven day weeks. Thus, we specify a day by the notation (a5,b6,c7 ), where 1≤a≤5,1≤b≤6,1≤c≤7. Find the minimum number of days between the day (25,36,57) and (55,26,47)
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