Forty-two percent of the members in a book club prefer to read nonfiction books. Use the Table of Random Digits on pages A-3 to A-4 in the reference guide to simulate randomly selecting and asking 15 members, “Do you prefer to read fiction or nonfiction books?” Let the digits 01 through 42 represent a response of nonfiction. (a) Start at the beginning of line 122 and write the first 30 digits as two-digit numbers. Circle those that represent a response of nonfiction. (b) Write p and for the situation.
@ganeshie8
could i help or just leave cause some people just want a specific person
you can help :)
are u homeschool
why are you asking?
cuz never done this question sorry
before
oh thats ok I'll just wait for @ganeshie8 then thannks for trying
not can atleast try first
ok
where are the choices again
there are no choices
thats right mybad forgot
sorry nervous
is ok why are you nervous?
just things and this question at once
oh ok lol
i think to write the situation.first
thats what im doing
alright
90510 mabe
what do u think it is
I know how to find A but idk how to find B
i can't see it to
@UsukiDoll
imma try again ok
|dw:1449824242761:dw|
alright
ok thnxs
np
Start at the beginning of line 122 and write the first 30 digits as two-digit numbers. Circle those that represent a response of nonfiction.
should work right for this question
nvm nervous again
why 2 digits instead of 3?
thats right you are very smarter than should have thought of that darn it
lol is ok just think it through a bit more and dont get nervous
ok
232 is triple digit
one of them
right
i believe so
lets try it
sorry took to long
is alright im falling asleep either way lol
alright go ahead i'll probably still be here trying to figure out the answer
alright thank you :)
np
cardinal
well what u think it is
yeah i think its 232 86% positive
carlo are you here or still typing
try 232 or 230 or 217
BRB
back
So as the prompt states, the first 30 digits of line 122 are supposed to be written in groups of two like so: 47, 71, 18, 92, 00, 20, 40, 89, 02, 26, 48, 33, 77, 87, 84, 74 And those values who fall between 01 and 42 represent a yes to nonfiction. These are: 18, 20, 40, 02, 26, and 33 Now we find the P value. Remember, the null hypothesis is 42% preference to nonfiction. So our sample percentage is: \[\frac{ 6 }{ 30 } \times 100 = 20\] which means from our sample, there's only 20% preference for nonfiction which is significantly lower than our initial hypothesis. So our sample proportion is: \[P = 0.20\] And the standard error of our sample percentage is: \[\sqrt{\frac{ p(1-p) }{ n }} = \sqrt{\frac{ 0.2(1-0.2) }{ 30 }} = \sqrt{\frac{ 0.2(0.8) }{ 30 }}\] we then simplify to: \[E _{s} = 0.07\] now to find the standard score: \[\frac{ proportional - initial }{ error } = \frac{ 0.20-0.42 }{ 0.07 } = -3.1\] This means that our sample score is 3.1 standard errors apart from the initial score. So to compare with a standard z-table, we find that for a standard error of 0.07 and a difference of 3.1 standard errors between the proportional and initial scores, we have a 0.0008 (or 0.08%) probability of Z (20% sample) being less than its value. And therefore, we can conclude that P-value is 0.0016 and also that the 42% hypothesis is highly probable in this situation.
finally trying to figure out y s long she's slepping right now so me and you buddy
the answer twenty -20
how so? @youngestDJ
from what u typed asked u if the answer is twenty -20 i think 232 how bout u @Cardinal_Carlo
make sense
I don't know where your 232 is coming from. Please elaborate.
sorry sticky keys
what do u think the answer is
I'd like @Daniellelovee to be the final judge.
she's sleep me and u are here only
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