A Factory produces packets of papers. The number of papers per packet varies as shown in the following table. 97 98 99 21 NUMBER OF PAPERS 100 101 102 103 PROPORTION OF PACKETS .04 .13 .29 .20 .10 .03 Draw the probability mass function (PMF). а. Calculate and draw the cumulative probability function (PDF). What is the probability that a randomly chosen packet will contain between 99 and 101 papers? с.

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Chapter1: Combinatorial Analysis
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QUESTION (3):
A Factory produces packets of papers. The number of papers per packet varies as shown in the following
table.
NUMBER OF PAPERS
97
98
99
100
101
102 103
PROPORTION OF PACKETS
.04
.13
.21
.29
.20
.10
.03
Draw the probability mass function (PMF).
а.
b. Calculate and draw the cumulative probability funetion (PDF).
What is the probability that a randomly chosen packet will contain between 99 and 101 papers?
с.
d.
Two packets are chosen at random. What is the probability that at least one of them contains at least
100 papers?
Transcribed Image Text:QUESTION (3): A Factory produces packets of papers. The number of papers per packet varies as shown in the following table. NUMBER OF PAPERS 97 98 99 100 101 102 103 PROPORTION OF PACKETS .04 .13 .21 .29 .20 .10 .03 Draw the probability mass function (PMF). а. b. Calculate and draw the cumulative probability funetion (PDF). What is the probability that a randomly chosen packet will contain between 99 and 101 papers? с. d. Two packets are chosen at random. What is the probability that at least one of them contains at least 100 papers?
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