Antonio rolls one 10-sided dice with sides labeled 1 through 10. Rewrite out each of the following event sets in roster notation.

S is the sample space:

    S={\displaystyle {S}={\lbrace} }\displaystyle {\rbrace}

P is the event of rolling a prime number:

    P={\displaystyle {P}={\lbrace} }\displaystyle {\rbrace}

C\displaystyle {C} is the event of rolling a number that is composite:

    C={\displaystyle {C}={\lbrace} }\displaystyle {\rbrace}

E is the event of rolling an even number:

    E={\displaystyle {E}={\lbrace} }\displaystyle {\rbrace}

D is the event of rolling an odd number:

    D={\displaystyle {D}={\lbrace} }\displaystyle {\rbrace}

Find each of the following propabilities. Write your answers as percents accurate to the nearest tenth.

p(P)=\displaystyle {p}{\left({P}\right)}=   %

p(P∩D)=\displaystyle {p}{\left({P}\cap{D}\right)}=   %

p(P∣D)=\displaystyle {p}{\left({P}{\mid}{D}\right)}=   %

p(D∣P)=\displaystyle {p}{\left({D}{\mid}{P}\right)}=   %

p(P∣C)=\displaystyle {p}{\left({P}{\mid}{C}\right)}=   %

p(2∣E)=\displaystyle {p}{\left({2}{\mid}{E}\right)}=   %

p(E∣2)=\displaystyle {p}{\left({E}{\mid}{2}\right)}=   %





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