A batter has a batting average of 32% (.320). On average a batter is at bat typically four times throughout a game. We will run a simulation using four trials for numbers from 1 to 100 to estimate how many times the batter can expect to hit. a) State what numbers will represent the hits. 1,100,4 b) Determine how many hits are represented by the following trials. Simulations {31 98 3 84} {62 21 99 73} (31 25 95 93} (5 12 70 99} {64 32 9 100} Number of Hits c) On average, how many hits can the batter expect?
A batter has a batting average of 32% (.320). On average a batter is at bat typically four times throughout a game. We will run a simulation using four trials for numbers from 1 to 100 to estimate how many times the batter can expect to hit. a) State what numbers will represent the hits. 1,100,4 b) Determine how many hits are represented by the following trials. Simulations {31 98 3 84} {62 21 99 73} (31 25 95 93} (5 12 70 99} {64 32 9 100} Number of Hits c) On average, how many hits can the batter expect?
Chapter9: Sequences, Probability And Counting Theory
Section9.7: Probability
Problem 55SE: Use the following scenario for the exercises that follow: In the game of Keno, a player starts by...
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Transcribed Image Text:A batter has a batting average of 32% (.320). On average a batter is at bat
typically four times throughout a game. We will run a simulation using four
trials for numbers from 1 to 100 to estimate how many times the batter can
expect to hit.
a) State what numbers will represent the hits. 1,100,4
b) Determine how many hits are represented by the following trials.
Simulations
{31 98 3 84}
{62 21 99 73}
(31 25 95 93}
{5 12 70 99}
{64 32 9 100}
Number of Hits
c) On average, how many hits can the batter expect?
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