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In: Math

Q-1)1 to 5 in bag A; 1 to 11 in bag B there are numbered cards....

Q-1)1 to 5 in bag A; 1 to 11 in bag B there are numbered cards. A random from the randomly selected bag card is selected. Since there is an odd number on the selected card, A
What is the probability of being chosen from the bag? Note: Make a tree diagram and
express your results with Bayes Theorem and
Confirm.

Q-2)ABCD is a rectangle whose long edge is twice the short edge. Long midpoint X of edge AB; The midpoint of the short edge AD is Y. This choice with the XAY triangle. A randomly selected point in a rectangle Find the probability of being selected in the XAY triangle.

Q-3)Ali and Ahmet are playing matches. Ali’s probability of winning the match
3 times the probability of winning. Ali and Ahmet’s chances of winning
Find and using the Binomial distribution:
a) In the event of 3 matches, the probability of Ali winning twice
You calculate.?
b) At least 1 win of Ali in case of 3 matches
Calculate the probability.?

Thanks

Solutions

Expert Solution

milcah answered 2 years ago
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