Question

Two players, Sania and Sonali, play a tennis match. It is known that the probability of
Sania winning the match is 0.69. What is the probability of Sonali winning?​

Answer 1

Answer:

Probability of Sania winning the match, P(E)=0.69

Probability of Sania winning the match, P(E)=0.69Probability of Sonali winning = Probability of Sania losing,

Probability of Sania winning the match, P(E)=0.69Probability of Sonali winning = Probability of Sania losing,P(

Probability of Sania winning the match, P(E)=0.69Probability of Sonali winning = Probability of Sania losing,P( E

Probability of Sania winning the match, P(E)=0.69Probability of Sonali winning = Probability of Sania losing,P( E−

Probability of Sania winning the match, P(E)=0.69Probability of Sonali winning = Probability of Sania losing,P( E− )=1−P(E)

Probability of Sania winning the match, P(E)=0.69Probability of Sonali winning = Probability of Sania losing,P( E− )=1−P(E)=1−0.69

Probability of Sania winning the match, P(E)=0.69Probability of Sonali winning = Probability of Sania losing,P( E− )=1−P(E)=1−0.69=0.31

Probability of Sania winning the match, P(E)=0.69Probability of Sonali winning = Probability of Sania losing,P( E− )=1−P(E)=1−0.69=0.31Hence the probability of Sonali winning is 0.31.

Answer 2

Answer:

0.31

Step-by-step explanation:

Probability of Sania winning the match, P(E)=0.69

Probability of Sonali winning = Probability of Sania losing,

P( E)=1−P(E)

=1−0.69

=0.31

Hence the probability of Sonali winning is 0.31.