Which probability distribution table reflects the data shown in the bar graph?
(graph at the bottom)

X P

Red 0.3

Yellow 0.3

Green 0.3

Blue 0.3

Grey 0.3


X P

Red 0.1

Yellow 0.2

Green 0.3

Blue 0.4

Grey 0.5


X P

Red 0.2

Yellow 0.2

Green 0.2

Blue 0.2

Grey 0.2


X P

Red 0.5

Yellow 0.4

Green 0.3

Blue 0.2

Grey 0.1

Which probability distribution table reflects the data shown in the bar graph graph at the bottom X P Red 03 Yellow 03 Green 03 Blue 03 Grey 03 X P Red 01 Yello class=

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Answer:

Step-by-step explanation:

A probability distribution is one which gives various values of a random variable X along with assigned probabilities

The conditions for probabilities is each probability should be positive andlying between 0 and 1. Also total of the probabilities should equal 1.

COmparing this with the given tables we find that I one total probability

=1.5 hence cannot be a prob distribution

Second distribution has unequal probabilities between 0 and 1 but total is 1.4 hence cannot be a prob distn.

III one has all probabilities equal to 0.2 a value between 0 and 1 and total prob =1 This tallies with the graph with equal probabilities.  Hence option III is the right answer

we find that table 4 total probability

=1.5 hence cannot be a prob distribution

So answer is option 3

Probabilities are used to determine the chances of events

  • The probability distribution table that reflects the data in the bar graph is table (c)

From the bar graph, we have the following highlights

  • There are 5 data elements in the bar graph
  • Each of the bars have the same length

So, the probability of each bar is:

[tex]p = \frac 15[/tex]

[tex]p = 0.2[/tex]

Hence, the probability distribution table that reflects the data in the bar graph is table (c)

Read more about probabilities at:

https://brainly.com/question/9385303