24*7 = 168
(2*12)*7=168
168*2=336
336 Total sweets
Given that the mean is $9.5 and the standard deviation is $1.30, the standard error will be given by:
σ/√n
where
σ-standard deviation
n=sample size
thus, we shal have:
1.30/√20
=0.2906
Next we find the margin error
0.2906*2=0.581
thus the confidence interval will be:
(9.5+0.581, 9.5-0.581)
=(10.081,8.919)
Answer:
Tahiya attempted 3 incorrect answers.
Helmin attempted 11 incorrect answers.
Step-by-step explanation:
Correct = +4
Incorrect = -3
1) Tahiya got 12 correct answers and scored a 40, the number of incorrect answers was:
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2) Helmin got 5 correct answers and scored a -14, the number of incorrect answers was:

In both cases the number of incorrect answers obtained is a fraction, which means that either the data provided is inaccurate, or that the scores obtained by the students are approximate. Let's round the number of incorrect answers to the nearest whole answer.
Tahiya attempted 3 incorrect answers.
Helmin attempted 11 incorrect answers.
Answer:
42.5
Step-by-step explanation:
Answer:
The percentage of Millennial students at his college who live in their parents' home is the same as the percentage of Millennials nationwide
Step-by-step explanation:
Given that a Pew Research analysis stated that in 2012, 36% of the nation's young adults ages 18-31 the so-called Millennial generation - were living in their parents' home.
After reading the analysis, a statistics student wanted to design a study to determine if the percentage was higher for the Millennial students who attend his college.
Hence proper hypotheses would be claiming p = 36% against p >36%
The percentage of Millennial students at his college who live in their parents' home is the same as the percentage of Millennials nationwide
Because null normally we give equal to against alternate.