Preserve or Reverse Inequality

Given the initial inequality 2 > −4, does adding -2 to both sides preserve the inequality symbol or reverse the inequality symbol? Which inequality is correct after the operation is performed?

• The inequality symbol is preserved.

• The inequality symbol is reversed.

• -4 > -6

• 0 > -6

Given the initial inequality −4 < 7, state possible values for 𝑐 that would satisfy the following inequality:

 𝑐(−4) < 𝑐(7)

• c > 0

• c < 0

• c < -0

• c = 0

Given the initial inequality 2 > −4, does multiplying both sides by -2 preserve the inequality symbol or reverse the inequality symbol? Which inequality is correct after the operation is performed. CHOOSE TWO ANSWERS THAT ARE CORRECT!!!

• The inequality symbol is preserved.

• The inequality symbol is reversed.

• -4 < 8

• -4 > -8

Given the initial inequality 2 > −4, does multiplying both sides by -2 preserve the inequality symbol or reverse the inequality symbol? Write the new inequality after the operation is performed.

• reverse the symbol;

  -4 < 8

• preserve the symbol;

  -4 > 8

Which inequality is the same as X > 4 REVERSED?

• 4 < X

• X ≥ 4

• 4 > X

• X = 4

x > 8

• expression

• equation

• inequality

 Given the initial inequality 2 > −4, does adding -2 to both sides preserve the inequality symbol or reverse the inequality symbol? Write the new inequality after the operation is performed.

• reverse the symbol;

  0 < -6

• preserve the symbol;

  0 > -6

• reverse the symbol; -4 < -2

• preserve the symbol;

  -4 > -2

When do we reverse or flip an inequality symbol?

• When we add or subtract a positive constant

• When we add or subtract a negative constant

• When we multiply or divide by a positive coefficient

• When we multiply or divide by a negative coefficient

In this inequality, do we preserve or reverse the inequality symbol?

x + 7 > 5

• preserve ( keep the same)

• reverse ( flip)

In the following inequality, do we preserve or reverse the inequality symbol?

3x< 6

• reverse ( flip the symbol)

• preserve ( keep the same)