Which of the three probabilities below is the lowest? 1 10 10 1 ​ 0.2 0.2 90 % 90%

To identify the lowest probability among the given options, let's first convert each probability into a comparable format (if necessary).

1. Probabilities Provided:

   • $P_1 = 0.2$ (as a decimal)
   • $P_2 = 0.2$ (as a decimal)
   • $P_3 = 90\% = 0.9$ (as a decimal)

2. Comparison of Probabilities:

   • $P_1 = 0.2$
   • $P_2 = 0.2$
   • $P_3 = 0.9$

3. Identifying the Lowest Probability:

   • Comparing $P_1$ and $P_2$, both are equal at $0.2$.
   • When compared to $P_3$, which is $0.9$, both $P_1$ and $P_2$ are lower.

Final Answer

The lowest probability is $0.2$.