Question

consider the equation w + 3 = w.
what do you know about the expressions on each side of the equation?
the value of w + 3 is always? more than the value of w.
that means the value of w + 3 will? equal the value of w.

Explanation:

Step1: Analyze the left - hand side and right - hand side

The left - hand side is \(w + 3\) and the right - hand side is \(w\).

Step2: Compare the two expressions

Subtract \(w\) from the left - hand side expression \(w+3\). We get \((w + 3)-w=3\). So \(w + 3\) is always 3 more than \(w\).

Step3: Determine equality

Since \(w + 3\) is always 3 more than \(w\), they can never be equal.

Answer:

The value of \(w + 3\) is always 3 more than the value of \(w\). That means the value of \(w + 3\) will never equal the value of \(w\).