Maluwa solves the inequality 3x+9≥6
. Which statement explains the steps she uses to find the solution set of the inequality?(1 point)
Responses
Maluwa subtracts 9 from each side of the inequality and then divides both sides by 3 to obtain the solution x≥−1
.
Maluwa subtracts 9 from each side of the inequality and then divides both sides by 3 to obtain the solution x greater-than-or-equal-to negative 1 .
Maluwa subtracts 9 from each side of the inequality, divides both sides by 3, and reverses the inequality symbol to obtain the solution x≤−1
.
Maluwa subtracts 9 from each side of the inequality, divides both sides by 3, and reverses the inequality symbol to obtain the solution x less-than-or-equal-to negative 1 .
Maluwa adds 9 to each side of the inequality and then divides both sides by 3 to obtain the solution x≥5
.
Maluwa adds 9 to each side of the inequality and then divides both sides by 3 to obtain the solution x greater-than-or-equal-to 5 .
Maluwa subtracts 9 from both sides of the inequality and then multiplies both sides by 3 to obtain the solution x≥−9
.
Maluwa subtracts 9 from both sides of the inequality and then multiplies both sides by 3 to obtain the solution x greater-than-or-equal-to negative 9 .