Answered

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The sum of three consecutive integers isless than 186. What is the maximumvalue for the first integer?

Sagot :

The sum of three consecutive integers is less than 186

Let "n" represent the first integer.

Then the second integer can be represented as "n+1"

And the second integer as "n+2"

Their sum can be expressed as:

[tex]n+(n+1)+(n+2)<186[/tex]

From this inequality you can determine the value of n

[tex]\begin{gathered} n+n+1+n+2<186 \\ 3n+3<186 \\ 3n<186-3 \\ 3n<183 \\ \frac{3n}{3}<\frac{183}{3} \\ n<61 \end{gathered}[/tex]

Tha maximum value of the first integer is 61

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