Midterm 2 Define Sample proportion Random Variable Statistic Margin of error given that PCA) = 0.4 Hint:PCEUF) Car A and B. probability find Successes 3. Randomly selected. What is than find oc a PCB) = 0.3 compute Construct point Such that P(A/B) = P(E) + PC F) - PCEOF) P(E/F) P(F) normal mean = 3 S05-0-5 Starts the probability that it three x is a Car Suppose we denise a binomial chance that sue do Six times and PCANB) = 0.5 P(ENE) = experiment want own of Sucess in the experiment is 1 that ше will get exactly three Variable from attempts to Start the distribution random 93% of the time will take less Selected p(oc (oc) = 0-7258 for the population Ts giver 95% Confidence estimate (Sample proportion) P= 0.4 n = 40 of Be Sure to check for normality Samplin distribution the

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Midterm 2
Define
→ Sample proportion
Random Variable
Statistic
Margin
3.
given that
of error
PCA) = 0.4
A
Car
find ock
a
compute
Randomly selected.
What is
than
P(A/B)
Hint: PCEUF) = P(E) + PCF) -
P(E/F)
= PCENF)
P(F)
and B.
p(B) = 0.3
Such that
Car Starts
the probability that it
three
normal
mean = 3
SO 5-0.5
x is a
and PCANB)
مل
1. Suppose we devise a binomial chance experiment
that
sue
want
own
Six times.
probability of Sucess in the
find
that
ше
will
Successes
attempts to Start the
distribution
random
P(ENE)
= 0.5
93% of the time
take less
Selected
P (oc < oc+)
experiment is 1
get exactly three
Variable from
= 0-7258
Construct
95% Confidence.
point estimate (Sample proportion)
P= 0.4
n = 40
Be sure to check for normality of
for the population
is giver
Samplin
distribution
Transcribed Image Text:Midterm 2 Define → Sample proportion Random Variable Statistic Margin 3. given that of error PCA) = 0.4 A Car find ock a compute Randomly selected. What is than P(A/B) Hint: PCEUF) = P(E) + PCF) - P(E/F) = PCENF) P(F) and B. p(B) = 0.3 Such that Car Starts the probability that it three normal mean = 3 SO 5-0.5 x is a and PCANB) مل 1. Suppose we devise a binomial chance experiment that sue want own Six times. probability of Sucess in the find that ше will Successes attempts to Start the distribution random P(ENE) = 0.5 93% of the time take less Selected P (oc < oc+) experiment is 1 get exactly three Variable from = 0-7258 Construct 95% Confidence. point estimate (Sample proportion) P= 0.4 n = 40 Be sure to check for normality of for the population is giver Samplin distribution
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