33. Three consecutive
integers exist such that five
times the first number is
equal to one more than twice
the sum of the second and
third numbers.
Which equation accurately
solves for the integers?
Let n represent the first
number.

Respuesta :

The equation which accurately solves for the integers is; 5n = 2(2n +3) +1.

Which equation accurately solves for the integers?

It follows from the task content that the first number is represented by n.

On this note, it follows that the second, and third numbers are; (n+1) and (n+2) respectively.

On this note, since five times the first number is equal to one more than twice the sum of the second and third numbers; we have;

5n = 2(n+1+n+2) +1

5n = 2(2n+3)+1.

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