Melissa bought many lottery tickets to try to figure out the probability of her losing, getting her money back, or winning. She counted that she had $57$ tickets that lost, $12$ tickets where she got her money back, and $42$ tickets that won.
**Use the observed frequencies to create a probability model for the outcome of one lottery ticket.**
*Input your answers as fractions or as decimals rounded to the nearest hundredth.*
Outcome| Estimated probability
:-: | :-: |
Lose| [[☃ numeric-input 1]]
Money back| [[☃ numeric-input 2]]
Win| [[☃ numeric-input 3]]