The letters of the word SPINNING are placed in a box and one letter is taken out. What is the probability that letter taken out is I?

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Solution

$Total number of letters in the word SPINNING = 8 Total number of possible outcomes = 8 Number of I' s in the word SPINNING = 2 Number of favourable outcomes = 2 Required probability = \frac{number of favourable outcomes}{Total possible outcomes} So, probability = \frac{2}{8} = \frac{1}{4}$

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The letters of the word SPINNING are placed in a box and one letter is taken out. What is the probability that letter taken out is I?

Total number of letters in the word SPINNING=8Total number of possible outcomes=8Number of I's in the word SPINNING=2Number of favourable outcomes=2Required probability=number of favourable outcomesTotal possible outcomesSo, probability=28=14

$Total number of letters in the word SPINNING = 8 Total number of possible outcomes = 8 Number of I' s in the word SPINNING = 2 Number of favourable outcomes = 2 Required probability = \frac{number of favourable outcomes}{Total possible outcomes} So, probability = \frac{2}{8} = \frac{1}{4}$