Question

If it rains, I do not go sailing. It rains 10% of days; I go sailing 3%of days.
If it does not rain, what is the (conditional) probability that I go sailing?
Written "p(I go sailing | it does not rain)''?

Answer 1

Step-by-step explanation:

Given If it rains, I do not go sailing. It rains 10% of days; I go sailing 3%of days. If it does not rain,  what is the (conditional) probability that I go sailing?

Written "p(I go sailing | it does not rain)''?

• Given if it rains I do not go sailing. 10 % of days it rains. 3% of days I go sailing.
• If it does not rain we need to find the probability that I go sailing.
• Now according to the question 90% of days it does not rain.
• But 3% of days I go sailing,
• So the probability is 3% / 90% = 1/30

https://brainly.in/question/5372704

Answer 2

Answer:

Step-by-step explanation:

It rains 10% of days. So 1 - P = 1 _10% = 90% it doesnt rain of day.

I go sailing 3% of days.

p(I go sailing | it does not rain) = 3%/90% =0.0333333