#14 needed 12. From each penalty Christiano Ronaldo takes, he has a 95% chance of scoring. What is theprobability that he:a. Scores all in his next 10 penalty shots.b. Fails to score from exactly one of his next 7 shots.13. 14% of the vehicles driven on a bridge are SUVS. Richard, a toll collector, counts the number ofvehicles until the first SUV crosses him. What is the probability he counts:a. At most 3 vehiclesb.At least 4 vehicles14. In a sample space of 200 left handed batsmen (LHB) and 300 right handed batsmen (RHB), it isassumed that 0.5% of all LHB and 0.4% of all RHB have trouble playing in-swinger delivery. Whatis the probability that exactly 1 batsman in the sample space faces difficulty playing anin-swinger?

Answered: 12. From each penalty Christiano…

Advanced Engineering Mathematics

10th Edition

ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

Chapter2: Second-order Linear Odes

Section: Chapter Questions

Problem 1RQ

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Related questions

Question

#14 needed

12. From each penalty Christiano Ronaldo takes, he has a 95% chance of scoring. What is the
probability that he:
a. Scores all in his next 10 penalty shots.
b. Fails to score from exactly one of his next 7 shots.
13. 14% of the vehicles driven on a bridge are SUVS. Richard, a toll collector, counts the number of
vehicles until the first SUV crosses him. What is the probability he counts:
a. At most 3 vehicles
b.
At least 4 vehicles
14. In a sample space of 200 left handed batsmen (LHB) and 300 right handed batsmen (RHB), it is
assumed that 0.5% of all LHB and 0.4% of all RHB have trouble playing in-swinger delivery. What
is the probability that exactly 1 batsman in the sample space faces difficulty playing an
in-swinger?

Expert Solution

Step 1

What is Probability:

Probability is the chance of occurrence of a particular event out of different possible outcomes. Generally, in a randpm experiment, there are more than one possible results and each result has equal chance of occurrence. If we wish to calculate the percentage of possibility of occurrence of a particular event or outcome, we need to determine the probability. Probability of any event always lies between 0 and 1.

GIven:

It is given that there are two hundred left hand batsmen and three hundred right hand batsmen. Out of them, 0.5% of all left hand batsmen and 0.4% of right hand batsmen have trouble playing in-swinger deliver. A player is selected at random.

To Determine:

We determine the probability that the selected player has trouble playing in-swinger delivery.