II.- Make the tree diagram of the following probabilistic condition and answer the questions asked of you: You have 3 $5.00 bills; 2 $50.00 bills and 1 $100.00 bill. 4 tickets are chosen from the total; You want to know the following: a.- In the election who meets the amount between $150.00 and $200.00; signaling the arrangements that meet this condition. b.- The probability that the aforementioned condition is met. c.- The respective sample space of the corresponding events of the experiment. Testing the total value in a probabilistic randomized experiment.

II.- Make the tree diagram of the following probabilistic condition and answer the questions asked of you: You have 3 $5.00 bills; 2 $50.00 bills and 1 $100.00 bill. 4 tickets are chosen from the total; You want to know the following: a.- In the election who meets the amount between $150.00 and $200.00; signaling the arrangements that meet this condition. b.- The probability that the aforementioned condition is met. c.- The respective sample space of the corresponding events of the experiment. Testing the total value in a probabilistic randomized experiment.

A First Course in Probability (10th Edition)

10th Edition

ISBN:9780134753119

Author:Sheldon Ross

Publisher:Sheldon Ross

Chapter1: Combinatorial Analysis

Section: Chapter Questions

Problem 1.1P: a. How many different 7-place license plates are possible if the first 2 places are for letters and...

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II.- Make the tree diagram of the following probabilistic condition and answer the
questions asked of you:

You have 3 $5.00 bills; 2 $50.00 bills and 1 $100.00 bill.
4 tickets are chosen from the total; You want to know the following:

a.- In the election who meets the amount between $150.00 and $200.00; signaling the arrangements
that meet this condition.
b.- The probability that the aforementioned condition is met.
c.- The respective sample space of the corresponding events of the experiment.
Testing the total value in a probabilistic randomized experiment.

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Step 3: Signal the arrangements that meet this condition that the amount between $150.00 and $200.00

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