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Mathematics, 10.09.2021 18:10 Benthega
Zach scores a ringer 40% of the time that he throws a horseshoe. Let R be the number of throws it takes Zach to score his first ringer in a game. Assume the results of each throw are independent.
Find the probability that it takes Zach 2 or fewer throws to score his first ringer.
You may round your answer to the nearest hundredth.
P(R≤2)= ?
ANSWER: 0.64
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Zach scores a ringer 40% of the time that he throws a horseshoe. Let R be the number of throws it ta...
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