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rosieposie27
30.09.2019 •
Mathematics
Two consecutive integers are such that their sum is greater than 98 decreased by twice the larger. find the smallest possible values for both integers.
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Ответ:
answer:
24 and 26
step-by-step explanation:
x = smaller
x+2 = larger
their sum, x+(x+2), is greater than, > , 98 decreased by, -, twice the
larger, 2(x+2).
so:
x+(x+2) > 98-2(x+2)
x+x+2 > 98-2x-4
2x+2 > 94-2x
2x+2x > 94-2
4x > 92
x > 23
since x is the smaller, it must be greater than 23,
and the larger, x+2, must be 25 or larger.
the smallest two such consecutive even integers are 24 and 26.
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