Karishma and Reshma are playing Chess. The probability of Karishma winning is $0.59$ . Then probability of Reshma winning the match is:

1

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0.46

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0.5

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0.41

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Solution

The correct option is D $0.41$
Let the probability of Karishma winning be given by $k$ and probability of Reshma winning be given by $r$ .

As the two probabilities are mutually exhaustive $k + r = 1$

From question $k = 0.59$ so, $r = 1 - 0.59$

Therefore $r = 0.41$

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Karishma and Reshma are playing Chess. The probability of Karishma winning is 0.59. Then probability of Reshma winning the match is:

The correct option is D 0.41Let the probability of Karishma winning be given by k and probability of Reshma winning be given by r.As the two probabilities are mutually exhaustive k+r=1From question k=0.59 so, r=1−0.59Therefore r=0.41

Karishma and Reshma are playing Chess. The probability of Karishma winning is $0.59$ . Then probability of Reshma winning the match is:

The correct option is D $0.41$
Let the probability of Karishma winning be given by $k$ and probability of Reshma winning be given by $r$ .

As the two probabilities are mutually exhaustive $k + r = 1$

From question $k = 0.59$ so, $r = 1 - 0.59$

Therefore $r = 0.41$