In a badminton match beteen Salin and Formcis the probability of wining of Salim is 0.58 . Find the prbabilitu of (i) not wining of Salim (ii) wining of Fromcis.

Answer

To solve the problem step by step, let's break it down:

### Given:
- Probability of Salim winning (P(Salim wins)) = 0.58

### We need to find:
1. Probability of Salim not winning (P(Salim does not win))
2. Probability of Formcis winning (P(Formcis wins))

### Step 1: Calculate the probability of Salim not winning
The total probability of all possible outcomes in a match is 1. Therefore, the probability of Salim not winning can be calculated as:

\[ P(Salim \text{ does not win}) = 1 - P(Salim \text{ wins}) \]

Substituting the given probability:

\[ P(Salim \text{ does not win}) = 1 - 0.58 = 0.42 \]

### Step 2: Calculate the probability of Formcis winning
In a match between two players, if Salim does not win, it means Formcis must win. Therefore, the probability of Formcis winning is the same as the probability of Salim not winning:

\[ P(Formcis \text{ wins}) = P(Salim \text{ does not win}) = 0.42 \]

### Final Answers:
1. Probability of Salim not winning: **0.42**
2. Probability of Formcis winning: **0.42**

---