Question

Is it likely that there will be no teens killed from motor vehicle injuries on any given day in the U.S? Justify your answer numerically

Short answer

No, it isn't likely that there will be no teens killed from motor vehicle injuries on any given day in theU.S.

Step-by-step solution

:Given 

Eighteen teens on average dies due to motor vehicle accident every day.

FormulaUsed
$\frac{e^{-\lambda }{\lambda }^x}{\mathbf{\text{x!}}}$

:

The probability of no payoff from machine instrumentality harms on any given day in the U.S.

$$\begin{gathered} P(X=x)=\frac{e^{-\lambda }{\lambda }^x}{\mathbf{\text{x!}}} \\ P(X=0)=\frac{e^{-8}{\lambda }^0}{\mathbf{\text{0!}}} \\ P(X=0)=0.0003~0 \end{gathered}$$

:Interpretation 

As we've calculated above the probability of no payoff from machine instrumentality harms on any given day in theU.S., this is purely because the likelihood of no earnings from machine instrumentality harms on any contributed daytime in theU.S is about ZERO.