Understanding Equations with Different Solutions

What is the typical outcome for most equations you will encounter?

• They have no solution.

• They have two solutions.

• They have one solution.

• They have infinite solutions.

What does it mean if an equation simplifies to a false statement like 7 = -17?

• The equation has one solution.

• The equation has no solutions.

• The equation has infinite solutions.

• The equation is unsolvable.

If an equation simplifies to a true statement like 9 = 9, what can be concluded?

• The equation is incorrect.

• The equation has one solution.

• The equation has no solutions.

• The equation has infinite solutions.

What happens to the variable x in an equation with infinite solutions?

• It is eliminated, and the equation is true.

• It remains, and the equation has one solution.

• It remains, and the equation has no solutions.

• It is eliminated, and the equation is false.

Which symbol is used to represent infinite solutions?

• Infinity

• X

• Zero

• Equals