Concept explainers
All the triples of consecutive integers.
Answer to Problem 16OE
Explanation of Solution
Given:
The given terms are:
The triple consecutive integers= 11 times the largest of the integer is at least 46 more than the product of the other two.
Calculation:
The solution for the given statement can be obtained by:
Let,
The ripple consecutive integers be (x-1), x , (x+1)
The required equation to be solved for x:
Therefore,
If x=5, then the other two integers will be 4 and 6, the solution ask for triples,
the solution becomes: (12,15,18)
If x=7, then the other two integers will be 6 and 8, the solution ask for triples,
the solution becomes: (18,21,24)
If x=6, then the other two integers will be 5 and 7, the solution ask for triples,
the solution becomes: (15,18,21)
Therefore,
The solutions are
Chapter 2 Solutions
Algebra and Trigonometry: Structure and Method, Book 2
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