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1. [-/1 Points] DETAILS MY NOTES HARMATHAP12 8.3.003. 0/6 Submissions Used ASK YOUR TEACHER Determine whether the table describes a discrete probability distribution. Explain. egin{tabular}{cc} ( x ) & ( Pr(x) ) \ hline -1 & 1/4 \ 1 & 1/4 \ 2 & 1/8 \ 4 & 3/8 end{tabular} - The table describes a discrete probability distribution; it satisfies both parts of the definition. - The table does not describe a discrete probability distribution because part (i) of the definition (( 0 leq Pr(x) leq 1 ) for all ( x )) is not satisfied. - The table does not describe a discrete probability distribution because part (ii) of the definition (( Sigma Pr(x) = 1 )) is not satisfied. - The table does not describe a discrete probability distribution because neither part of the definition is satisfied. Need Help? Read It

          1. [-/1 Points]
DETAILS
MY NOTES
HARMATHAP12 8.3.003. 0/6 Submissions Used
ASK YOUR TEACHER
Determine whether the table describes a discrete probability distribution. Explain.
egin{tabular}{cc}
( x ) & ( Pr(x) ) \
hline -1 & 1/4 \
1 & 1/4 \
2 & 1/8 \
4 & 3/8
end{tabular}

- The table describes a discrete probability distribution; it satisfies both parts of the definition.
- The table does not describe a discrete probability distribution because part (i) of the definition (( 0 leq Pr(x) leq 1 ) for all ( x )) is not satisfied.
- The table does not describe a discrete probability distribution because part (ii) of the definition (( Sigma Pr(x) = 1 )) is not satisfied.
- The table does not describe a discrete probability distribution because neither part of the definition is satisfied.

Need Help? Read It

1. [-/1 Points]
DETAILS
MY NOTES
HARMATHAP12 8.3.003. 0/6 Submissions Used
ASK YOUR TEACHER
Determine whether the table describes a discrete probability distribution. Explain.
egintabularcc
( x ) ( Pr(x) ) hline -1 1/4 1 1/4 2 1/8 4 3/8
endtabular

- The table describes a discrete probability distribution; it satisfies both parts of the definition.
- The table does not describe a discrete probability distribution because part (i) of the definition (( 0 leq Pr(x) leq 1 ) for all ( x )) is not satisfied.
- The table does not describe a discrete probability distribution because part (ii) of the definition (( Sigma Pr(x) = 1 )) is not satisfied.
- The table does not describe a discrete probability distribution because neither part of the definition is satisfied.

Need Help? Read It

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