The price of a gallon of milk at 16 randomly selected Arizona
stores is given below. Assume that milk prices are normally
distributed. At the α=0.10α=0.10 level of significance, is there
enough evidence to conclude that the mean price of a gallon of milk
in Arizona is less than $3.00? (Round your results to three
decimal places)
Which would be correct hypotheses for this test?
H0:μ=$3H0:μ=$3, H1:μ≠$3H1:μ≠$3
H0:μ=$3H0:μ=$3, H1:μ>$3H1:μ>$3
H0:μ≠$3H0:μ≠$3, H1:μ=$3H1:μ=$3
H0:μ<$3H0:μ<$3, H1:μ=$3H1:μ=$3
H0:μ=$3H0:μ=$3, H1:μ<$3H1:μ<$3
Gallon of Milk prices:
2.85...