Which set notation correctly expresses the solution set to the equation 31−9x=4 ?(1 point)

Responses

{3}
left brace 3 right brace

{x=3}
left brace x equals 3 right brace

​ (x=3)
​ left parenthesis x equals 3 right parenthesis

(3)

2 answers

The correct set notation for the solution set to the equation \( 31 - 9x = 4 \) is:

\({3}\)

This notation indicates that 3 is the single solution to the equation.

The other options do not properly represent set notation:

  • \({x = 3}\) is not in standard set notation for a solution.
  • \((x = 3)\) is not a set.
  • \((3)\) suggests an ordered pair or just the number itself, which is also not standard set notation for a solution set.

So, the correct choice is \({3}\).

Trey, Amelia, and Cho are discussing the solution set to the equation x2+9=45 .

Trey says the solution is {6} .

Amelia says the solution is {−6,6} .

Cho says the solution is {−6} .

Which person has found the correct solution set?

(1 point)
Responses

Trey
Trey

None of them are correct.
None of them are correct.

Amelia
Amelia

Cho