Mastersonisnot
11.07.2019 •
Mathematics
Find the lesser of the two consecutive integers with a sum greater than 16
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Ответ:
Let n be an integer number, the next integer number is n+1. These numbers n and n+1 are two consecutive integers.
Their sum is n+n+1=2n+1 and is greater than 16, thus
2n+1>16.
Solve this inequality:
2n>16-1,
2n>15,
n>7.5.
Since n is integer, then the smallest integer that sutisfies this inequality is 8 and the next n+1=8+1=9.
the lesser of two consecutive integers is 8.
Ответ: