A percentage point, also known as a percent point or pp, is a one-hundredth. If something increases by one percentage point it does not mean it increases by 1% – people commonly confuse the two, but they are quite different.

This distinction is especially important in fields like economics and healthcare, where a small percentage point change can have significant implications.

Percentage point refers to the arithmetical difference between two percentages. 10% is one percentage point more than 9%.

If a country’s GDP (gross domestic product) grew by 2% in 2016 and by 1% in 2015, it means that GDP in 2016 was one percentage point higher than in 2015, but ** not** one percent (1%) higher – it was 100% higher (2% is double 1%). When something is 100% greater, it means it is double.

Five percent compared to four percent, four percent versus three percent, 3% contrasted with 2% – all have a difference of one percentage point, but in the first case 5% is 25% greater than 4%, in the second case four percent is 33% greater than three percent, and in the last case 3% is 50% greater than 2%.

According to *MathsisFun.com*, there are…:

“…two correct ways to talk about a rise from 10% to 12%: A. A rise of 20%. B. A rise of 2 percentage points. When in doubt, use both. For example, ‘Interest rates increased by 2 Percentage Points today, meaning a 20% increase in interest payments.'”

**Percentage point – proportion of smokers**

Imagine you carried out a study on the proportion of people who smoked in your country over time – from 1996 to 2016.

- In 1996, the proportion of the adult population who were regular smokers stood at 40%.
- In 2016, the percentage dropped to 30%.

Over that twenty-year period, the prevalence of regular smoking among adults declined by:

- 10 percentage points; the arithmetical difference between 40 and 30 is ten.
- 25%; smoking prevalence fell by one quarter. Forty minus one quarter or 25% is thirty.

**Percentage point – risk or probability**

Percentage point differences are commonly used when we are talking about probability or risk.

Imagine there is a new drug – called *Cureitall* – that cures 75% of all patients with a fatal disease, compared to just 50% of patients on other treatments.

By taking this new drug, the absolute risk of dying from the disease is reduced by 25 percentage points.

Consumers of statistics say NNT (number needed to treat) is more meaningful. The reciprocal transform of the percentage point difference would be 1 ÷ (25%) = 1 ÷ 0.25 = 4.

Thus, if 4 patients are treated with *Cureitall*, you could expect to cure one more case of the disease than would have happened in its absence.

You could also say that patients’ survival rates improve by 50% if they are administered *Cureitall* – 50% = half; half of 50 is 25; twenty-five plus fifty is 75.

Understanding percentage points is crucial for accurately interpreting changes in statistical data over time.

**Video – What is a Percentage Poing?**

This educational video, from our sister channel on YouTube – * Marketing Business Network*, explains what

*means using simple and easy-to-understand language and examples.*

**‘A Percentage Point’**