Compare solving equations using addition with solving inequalities using addition.

Responses

Both cases result in exactly one number as the solution.
Both cases result in exactly one number as the solution.

Both cases result in an infinite set of numbers as the solution.
Both cases result in an infinite set of numbers as the solution.

In both cases, the same number is added to each side to obtain an equivalent mathematical sentence.
In both cases, the same number is added to each side to obtain an equivalent mathematical sentence.

When solving equations using addition, the same number is added to each side to obtain an equivalent mathematical sentence. But when solving inequalities using addition, a greater number must be added to the "greater than" or "greater than or equal to" side of the inequality to obtain an equivalent mathematical sentence.
When s, olving equations using addition, the same number is added to each side to obtain an equivalent mathematical sentence. But when solving inequalities using addition, a greater number must be added to the "greater than" or "greater than or equal to" side of the inequality to obtain an equivalent mathematical sentence.