Division by Zero — True or False

Explanation

In standard mathematics, \(5/0\) is not equal to infinity — it is simply undefined (meaningless). There is no number \(x\) such that \(0 \cdot x = 5\). The use of \(\infty\) to describe the behaviour of \(1/x\) as \(x \to 0\) is a concept from limits, not a statement that division by zero equals \(\infty\).