The sum of three consecutive integers is 387 . Find the integers.
A) $127,129,131$
B) 129, 130, 131
C) $128,129,130$
D) $127,128,129$

Name: The sum of three consecutive integers is 387 . Find the integers. A) $127,129,131$ B) 129, 130, 131 C) $128,129,130$ D) $127,128,129$
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The sum of three consecutive integers can be expressed as $x + (x+1) + (x+2) = 3x + 3$. Setting this equal to 387 gives $3x + 3 = 387$. Solving for $x$, we get $3x = 384$, so $x = 128$. Therefore, the integers are 128, 129, and 130.

The Sum of Three Consecutive Integers Is 387 127,129,131127,129,131127,129,131 B) 129, 130, 131 C)

The Sum of Three Consecutive Integers Is 387 $127,129,131$ B) 129, 130, 131
C)