Question

I’m a popular online role playing game, question is below

Answer 1

Answer: 3%

First, let us get the total number of visitors:

`\text{ Total number of visitors }=80+32+3=115`

Then, since we are asked about the probability of the next visitor purchasing more than one costume, we will divide the number of visitors who bought more than one costume by the total number of visitors:

`\begin{gathered} P=\frac{\text{ number of visitors who purchased more than one costume}}{\text{ total number of visitors}} \\ P=(3)/(115) \\ P=0.0261*100 \\ P=2.61\%\approx3\% \end{gathered}`

With these, we know that the probability of the next person buying more than one costume is 3%